From 6b2e6862bab45484ccbed87fe6e9d3ffee948376 Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Wed, 8 Jul 2026 18:23:34 -0700 Subject: [PATCH 1/6] Add water main break decision-theory example notebook --- notebooks/decision_theory_water_mains.ipynb | 526 ++++++++++++++++++++ 1 file changed, 526 insertions(+) create mode 100644 notebooks/decision_theory_water_mains.ipynb diff --git a/notebooks/decision_theory_water_mains.ipynb b/notebooks/decision_theory_water_mains.ipynb new file mode 100644 index 0000000..06c15ca --- /dev/null +++ b/notebooks/decision_theory_water_mains.ipynb @@ -0,0 +1,526 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Which water mains to replace: Gaussian processes and decision theory\n", + "\n", + "A Gaussian process returns a full predictive distribution, not a point estimate.\n", + "Decision theory (Rasmussen and Williams, chapter 2) turns that distribution into\n", + "the action that minimizes expected loss.\n", + "\n", + "We predict water main break rates across the City of Kitchener from its open\n", + "break records, then decide which pipes to replace, in dollars." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "16163 active mains, 2415 main breaks; feature dims 13\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import pandas as pd\n", + "import requests\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib as mpl\n", + "from matplotlib.collections import LineCollection\n", + "import pytensor.tensor as pt\n", + "import pymc as pm\n", + "import ptgp as pg\n", + "from ptgp.likelihoods.base import Likelihood\n", + "\n", + "# City of Kitchener open data (ArcGIS feature services)\n", + "BREAKS_URL = \"https://services1.arcgis.com/qAo1OsXi67t7XgmS/arcgis/rest/services/Water_Main_Breaks/FeatureServer/0\"\n", + "MAINS_URL = \"https://services1.arcgis.com/qAo1OsXi67t7XgmS/arcgis/rest/services/Water_Mains/FeatureServer/0\"\n", + "\n", + "def _fetch(url, page=2000):\n", + " feats, off = [], 0\n", + " while True:\n", + " r = requests.get(url + \"/query\", params=dict(where=\"1=1\", outFields=\"*\", f=\"geojson\",\n", + " outSR=4326, resultOffset=off, resultRecordCount=page), timeout=120)\n", + " r.raise_for_status()\n", + " b = r.json().get(\"features\", []); feats += b\n", + " if len(b) < page:\n", + " break\n", + " off += page\n", + " return feats\n", + "\n", + "bf, mf = _fetch(BREAKS_URL), _fetch(MAINS_URL)\n", + "breaks = pd.DataFrame([f[\"properties\"] for f in bf])\n", + "breaks[\"lon\"] = [f[\"geometry\"][\"coordinates\"][0] if f[\"geometry\"] else np.nan for f in bf]\n", + "breaks[\"lat\"] = [f[\"geometry\"][\"coordinates\"][1] if f[\"geometry\"] else np.nan for f in bf]\n", + "mains = pd.DataFrame([f[\"properties\"] for f in mf])\n", + "mains_geoms = [f[\"geometry\"] for f in mf]\n", + "mains[\"install_year\"] = pd.to_datetime(mains[\"INSTALLATION_DATE\"], unit=\"ms\", errors=\"coerce\").dt.year\n", + "\n", + "def _centroid(g):\n", + " if not g:\n", + " return (np.nan, np.nan)\n", + " cs = g[\"coordinates\"] if g[\"type\"] == \"LineString\" else [p for pa in g[\"coordinates\"] for p in pa]\n", + " a = np.asarray(cs, float); return a[:, 0].mean(), a[:, 1].mean()\n", + "cent = np.array([_centroid(g) for g in mains_geoms]); mains[\"lon\"], mains[\"lat\"] = cent[:, 0], cent[:, 1]\n", + "\n", + "AS_OF, START = 2026.0, 1985.0\n", + "mb = breaks[breaks[\"BREAK_TYPE\"].eq(\"MAIN\")]\n", + "bc = mb.loc[mb[\"ASSETID\"].isin(set(mains[\"WATMAINID\"])), \"ASSETID\"].value_counts()\n", + "mains[\"n_breaks\"] = mains[\"WATMAINID\"].map(bc).fillna(0).astype(int)\n", + "\n", + "m = mains[(mains[\"STATUS\"] == \"ACTIVE\") & mains[\"install_year\"].between(1850, 2026)].copy()\n", + "m[\"age\"] = AS_OF - m[\"install_year\"]\n", + "m[\"length_km\"] = m[\"Shape__Length\"] / 1000.0\n", + "m[\"exposure\"] = m[\"length_km\"] * (AS_OF - np.maximum(m[\"install_year\"], START)) # pipe-km-years at risk\n", + "m = m[(m[\"exposure\"] > 0) & m[\"lat\"].notna() & m[\"PIPE_SIZE\"].between(25, 1200)]\n", + "\n", + "# Features: standardized continuous + one-hot material and pressure zone\n", + "cont = pd.DataFrame({\"age\": m[\"age\"].to_numpy(float), \"log_size\": np.log(m[\"PIPE_SIZE\"].to_numpy(float)),\n", + " \"lon\": m[\"lon\"].to_numpy(float), \"lat\": m[\"lat\"].to_numpy(float)})\n", + "cont_mean, cont_std = cont.mean(), cont.std()\n", + "mat = m[\"MATERIAL\"].to_numpy()\n", + "onehot = np.column_stack([(mat == k).astype(float) for k in (\"CI\", \"DI\", \"PVC\")])\n", + "TOP_PZ = [\"KIT 4\", \"KIT 5\", \"KIT 2W\", \"KIT 6\", \"KIT 2E\", \"BRIDGEPORT\"]\n", + "pzoh = np.column_stack([(m[\"PRESSURE_ZONE\"].to_numpy() == z).astype(float) for z in TOP_PZ])\n", + "Xfeat = np.column_stack([((cont - cont_mean) / cont_std).to_numpy(), onehot, pzoh]).astype(np.float64)\n", + "log_expo = np.log(m[\"exposure\"].to_numpy(float))\n", + "y = m[\"n_breaks\"].to_numpy(float)\n", + "length_km = m[\"length_km\"].to_numpy(float)\n", + "\n", + "segs = []\n", + "for g in mains_geoms:\n", + " if g:\n", + " segs += ([g[\"coordinates\"]] if g[\"type\"] == \"LineString\" else g[\"coordinates\"])\n", + "colors = {\"CI\": \"tab:red\", \"DI\": \"tab:orange\", \"PVC\": \"tab:green\"}\n", + "print(f\"{len(m)} active mains, {int(y.sum())} main breaks; feature dims {Xfeat.shape[1]}\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## The data\n", + "\n", + "The city publishes every water main and every recorded break since 1985. Breaks\n", + "concentrate in the older cast-iron core; the newer plastic subdivisions on the\n", + "edges stay quiet." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(8, 8))\n", + "ax.add_collection(LineCollection(segs, colors=\"0.82\", linewidths=0.4, zorder=1))\n", + "ax.scatter(mb[\"lon\"], mb[\"lat\"], s=9, c=\"tab:red\", alpha=0.55, zorder=2, label=f\"main break (n={len(mb)})\")\n", + "ax.set_aspect(1.0 / np.cos(np.deg2rad(43.45))); ax.autoscale()\n", + "ax.set_xlabel(\"longitude\"); ax.set_ylabel(\"latitude\")\n", + "ax.set_title(\"Kitchener water mains and recorded breaks\")\n", + "ax.legend(loc=\"upper left\", markerscale=2)\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## A break-rate model\n", + "\n", + "Each main's break count is Poisson, driven by a latent log break-rate that is a\n", + "GP over pipe age, size, material, pressure zone, and location. Pipe-km-years of\n", + "service enter as a fixed exposure offset. Breaks recur, so this is a rate model,\n", + "not a one-shot survival model.\n", + "\n", + "The exposure offset needs a small custom likelihood; everything else is standard\n", + "ptgp." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "trained; loss 32372 -> 5127\n" + ] + } + ], + "source": [ + "class PoissonExposure(Likelihood):\n", + " \"\"\"Poisson counts with a fixed log-exposure offset: y ~ Poisson(exposure * exp(f)).\"\"\"\n", + "\n", + " def __init__(self, log_exposure, n_points=20):\n", + " self.log_exposure = pt.as_tensor_variable(log_exposure)\n", + " self.invlink, self.n_points = pt.exp, n_points\n", + "\n", + " def _log_prob(self, f, y):\n", + " loglam = f + self.log_exposure\n", + " return y * loglam - pt.exp(loglam) - pt.gammaln(y + 1.0)\n", + "\n", + " def variational_expectation(self, y, mu, var): # closed form for the log link\n", + " e = self.log_exposure\n", + " return y * (mu + e) - pt.exp(e) * pt.exp(mu + var / 2.0) - pt.gammaln(y + 1.0)\n", + "\n", + "\n", + "M, D = 128, Xfeat.shape[1]\n", + "Z0 = Xfeat[np.random.default_rng(0).choice(len(m), M, replace=False)]\n", + "vp = pg.gp.init_variational_params(M)\n", + "\n", + "with pm.Model() as model:\n", + " ls = pm.InverseGamma(\"ls\", alpha=3.0, beta=3.0, shape=D)\n", + " eta = pm.HalfNormal(\"eta\", sigma=1.0)\n", + " svgp = pg.gp.SVGP(\n", + " kernel=eta**2 * pg.kernels.Matern52(input_dim=D, ls=ls),\n", + " likelihood=PoissonExposure(log_expo),\n", + " inducing_variable=pg.inducing.Points(pt.as_tensor_variable(Z0)),\n", + " variational_params=vp,\n", + " )\n", + "\n", + "X_var, y_var = pt.matrix(\"X\"), pt.vector(\"y\")\n", + "step, shared, extras = pg.optim.compile_training_step(\n", + " lambda gp, X, y: pg.objectives.elbo(gp, X, y, n_data=len(m)).elbo,\n", + " svgp, X_var, y_var, model=model,\n", + " extra_vars=vp.extra_vars, extra_init=vp.extra_init, learning_rate=1e-2)\n", + "losses = [float(step(Xfeat, y)) for _ in range(350)]\n", + "print(f\"trained; loss {losses[0]:.0f} -> {losses[-1]:.0f}\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The fitted rate rises with age and is far higher for cast iron. Each curve\n", + "follows its material over the observed age range; dots are the empirical rate." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "X_new = pt.matrix(\"X_new\")\n", + "predict_latent = pg.optim.compile_predict(svgp, X_new, model, shared,\n", + " extra_vars=vp.extra_vars, shared_extras=extras, incl_lik=False)\n", + "\n", + "def rate_at(Xq):\n", + " fm, fv = predict_latent(np.asarray(Xq, float))\n", + " return np.exp(fm + 0.5 * fv), fm, fv\n", + "\n", + "rate_all, fm_all, fv_all = rate_at(Xfeat)\n", + "age_real = m[\"age\"].to_numpy(float)\n", + "\n", + "fig, ax = plt.subplots(figsize=(8, 5))\n", + "for name, c in {\"CI\": 4, \"DI\": 5, \"PVC\": 6}.items():\n", + " idx = Xfeat[:, c] == 1\n", + " base = Xfeat[idx].mean(axis=0)\n", + " lo, hi = np.percentile(age_real[idx], [2, 98])\n", + " ages = np.linspace(lo, hi, 60)\n", + " Xq = np.tile(base, (len(ages), 1)); Xq[:, 0] = (ages - cont_mean[\"age\"]) / cont_std[\"age\"]\n", + " r, fmm, fvv = rate_at(Xq); sd = np.sqrt(fvv)\n", + " ax.plot(ages, r, color=colors[name], lw=2, label=f\"{name} (n={int(idx.sum())})\")\n", + " ax.fill_between(ages, np.exp(fmm - 2 * sd), np.exp(fmm + 2 * sd), color=colors[name], alpha=0.15)\n", + " sub = m[idx].assign(ab=(age_real[idx] // 10 * 10))\n", + " e = sub.groupby(\"ab\").apply(lambda d: d[\"n_breaks\"].sum() / d[\"exposure\"].sum(), include_groups=False)\n", + " ax.plot(e[e.index <= hi].index + 5, e[e.index <= hi].values, \"o\", color=colors[name], ms=5, alpha=0.7)\n", + "ax.set_xlabel(\"pipe age (years)\"); ax.set_ylabel(\"break rate (per km-year)\")\n", + "ax.set_title(\"Predicted break rate vs age, by material\"); ax.legend(); ax.set_ylim(bottom=0)\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Risk across the network\n", + "\n", + "Predicting every main, including the ones that have never broken, gives a risk\n", + "map: bright where the model expects frequent breaks, dark where it does not." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "geoms_m = [mains_geoms[i] for i in m.index]\n", + "sg, sr = [], []\n", + "for g, r in zip(geoms_m, rate_all):\n", + " if not g:\n", + " continue\n", + " for p in ([g[\"coordinates\"]] if g[\"type\"] == \"LineString\" else g[\"coordinates\"]):\n", + " sg.append(p); sr.append(r)\n", + "sr = np.asarray(sr)\n", + "\n", + "fig, ax = plt.subplots(figsize=(9, 8.5))\n", + "norm = mpl.colors.LogNorm(vmin=max(np.quantile(sr, 0.02), 1e-3), vmax=np.quantile(sr, 0.99))\n", + "lc = LineCollection(sg, array=sr, cmap=\"inferno\", norm=norm, linewidths=1.1)\n", + "ax.add_collection(lc)\n", + "ax.set_aspect(1.0 / np.cos(np.deg2rad(43.45))); ax.autoscale()\n", + "ax.set_xlabel(\"longitude\"); ax.set_ylabel(\"latitude\")\n", + "ax.set_title(\"Predicted water main break risk\")\n", + "plt.colorbar(lc, ax=ax, label=\"break rate (per km-year)\", shrink=0.7)\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## From risk to decisions\n", + "\n", + "Decision theory picks the action that minimizes expected loss over the predictive\n", + "distribution (R&W eq. 2.32 to 2.33). The action here is replace now or defer:\n", + "replace when the expected cost of future breaks over a planning horizon exceeds\n", + "the replacement cost. The expected cost integrates the whole GP predictive, not\n", + "just the mean latent, so uncertain pipes get flagged that a point estimate misses." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "replace flagged: decision-theoretic 58, plug-in 23, flagged by uncertainty only 35\n" + ] + } + ], + "source": [ + "H, C_break = 30.0, 25000.0 # horizon (years), cost per break ($)\n", + "replace_cost = (150.0 + 0.7 * m[\"PIPE_SIZE\"].to_numpy(float)) * length_km * 1000.0 # $/m x length\n", + "\n", + "rate_exp = np.exp(fm_all + 0.5 * fv_all) # E[rate]: integrates the GP predictive\n", + "rate_plug = np.exp(fm_all) # plug-in of the mean latent\n", + "\n", + "def flagged(rate):\n", + " return rate * length_km * H * C_break > replace_cost # replace if expected break cost > replace cost\n", + "\n", + "repl_dt, repl_naive = flagged(rate_exp), flagged(rate_plug)\n", + "print(f\"replace flagged: decision-theoretic {int(repl_dt.sum())}, plug-in {int(repl_naive.sum())}, \"\n", + " f\"flagged by uncertainty only {int((repl_dt & ~repl_naive).sum())}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cat = np.where(repl_naive, 1, np.where(repl_dt, 2, 0))\n", + "sd = np.sqrt(fv_all)\n", + "fig, ax = plt.subplots(1, 2, figsize=(14, 6.5))\n", + "for c, (col, lab) in {0: (\"0.8\", \"defer\"), 1: (\"tab:red\", \"replace (both)\"),\n", + " 2: (\"tab:blue\", \"replace (uncertainty-driven)\")}.items():\n", + " sel = cat == c\n", + " ax[0].scatter(np.exp(fm_all[sel]), sd[sel], s=9, c=col, alpha=0.5, label=f\"{lab} (n={int(sel.sum())})\")\n", + "ax[0].set_xscale(\"log\"); ax[0].set_xlabel(\"plug-in break rate exp(mean) (per km-year)\")\n", + "ax[0].set_ylabel(\"GP uncertainty (sd)\")\n", + "ax[0].set_title(\"Integrating the predictive changes the action\"); ax[0].legend(loc=\"upper left\", fontsize=8)\n", + "\n", + "ax[1].add_collection(LineCollection(segs, colors=\"0.88\", linewidths=0.4, zorder=1))\n", + "fl = m.assign(cat=cat)\n", + "for c, (col, lab) in {1: (\"tab:red\", \"both\"), 2: (\"tab:blue\", \"uncertainty-driven\")}.items():\n", + " s = fl[fl[\"cat\"] == c]\n", + " ax[1].scatter(s[\"lon\"], s[\"lat\"], s=22, c=col, label=f\"{lab} (n={len(s)})\", zorder=3)\n", + "ax[1].set_aspect(1.0 / np.cos(np.deg2rad(43.45))); ax[1].autoscale()\n", + "ax[1].set_xlabel(\"longitude\"); ax[1].set_ylabel(\"latitude\")\n", + "ax[1].set_title(\"Mains flagged for replacement\"); ax[1].legend(loc=\"upper left\")\n", + "plt.tight_layout(); plt.show()\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Asymmetric loss\n", + "\n", + "That decision was risk-neutral, so only the mean mattered. Real losses are\n", + "asymmetric: an unplanned break beyond the crew's provisioned budget costs a surge\n", + "premium, while reserving capacity that goes unused is cheaper. Under an asymmetric\n", + "loss the optimal action is a quantile of the predictive, not its mean, and the gap\n", + "grows with uncertainty. We propagate the GP predictive to the distribution of\n", + "annual network breaks and choose the emergency-provisioning budget." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "annual breaks: mean 79; optimal budget B* = quantile(0.83) = 88\n" + ] + } + ], + "source": [ + "rng = np.random.default_rng(7)\n", + "sd_all = np.sqrt(fv_all)\n", + "S = 2000\n", + "totals = np.array([rng.poisson(np.exp(fm_all + sd_all * rng.standard_normal(len(m))) * length_km).sum()\n", + " for _ in range(S)]) # predictive of annual network breaks\n", + "\n", + "C_surge, C_idle = 40000.0, 8000.0 # surge premium vs idle-capacity cost\n", + "q = C_surge / (C_surge + C_idle) # newsvendor critical fractile\n", + "Bstar = int(np.ceil(np.quantile(totals, q)))\n", + "print(f\"annual breaks: mean {totals.mean():.0f}; optimal budget B* = quantile({q:.2f}) = {Bstar}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "tags": [ + "hide-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "planning to the optimum instead of the mean saves $67,416/yr\n" + ] + } + ], + "source": [ + "Bgrid = np.arange(int(totals.min()), int(totals.max()) + 1)\n", + "exp_cost = np.array([(C_surge * np.maximum(totals - B, 0) + C_idle * np.maximum(B - totals, 0)).mean()\n", + " for B in Bgrid])\n", + "meanN = totals.mean()\n", + "saving = exp_cost[np.argmin(np.abs(Bgrid - round(meanN)))] - exp_cost.min()\n", + "\n", + "fig, ax = plt.subplots(1, 2, figsize=(13, 4.5))\n", + "ax[0].hist(totals, bins=40, color=\"tab:gray\", alpha=0.8)\n", + "ax[0].axvline(meanN, color=\"tab:blue\", lw=2, label=f\"mean ({meanN:.0f})\")\n", + "ax[0].axvline(Bstar, color=\"tab:red\", lw=2, label=f\"optimal budget ({Bstar})\")\n", + "ax[0].set_xlabel(\"annual network breaks\"); ax[0].set_ylabel(\"predictive draws\")\n", + "ax[0].set_title(\"Predictive distribution of annual breaks\"); ax[0].legend()\n", + "ax[1].plot(Bgrid, exp_cost / 1e3)\n", + "ax[1].axvline(Bstar, color=\"tab:red\", ls=\":\", label=f\"B* = {Bstar}\")\n", + "ax[1].axvline(meanN, color=\"tab:blue\", ls=\":\", label=f\"mean = {meanN:.0f}\")\n", + "ax[1].set_xlabel(\"provisioned budget (breaks)\"); ax[1].set_ylabel(\"expected cost ($k/yr)\")\n", + "ax[1].set_title(\"Optimum is a high quantile, not the mean\"); ax[1].legend()\n", + "plt.tight_layout(); plt.show()\n", + "print(f\"planning to the optimum instead of the mean saves ${saving:,.0f}/yr\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Takeaway\n", + "\n", + "The GP gives a calibrated break rate with honest uncertainty. Passing the full\n", + "predictive through an asymmetric, dollar-denominated loss, instead of a point\n", + "estimate, changes which pipes to replace and how much emergency capacity to hold.\n", + "That is the payoff of decision theory over a plug-in prediction." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "name": "" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} From 35896a458a0c06600c6b8f4bafde848729ab39b4 Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Sat, 18 Jul 2026 21:48:41 -0700 Subject: [PATCH 2/6] Water mains example: 1997 panel, finalized model set, CV runners Break records are effectively complete only from 1997 (one record in each of 1995 and 1996), so RECORD_START and PANEL_START move to 1997.0. notebooks/dev/ holds the two finalized runners: final_ladder_seq97.py (M1, M2, HGB, GLM walk-forward CV with per-fold caches) and m4_cv.py (final Model 3: additive GP blocks with frailty and iid-year effects, R2D2 budget with a variational posterior, natural-gradient training). watermains_plan.md records the current state and how to rerun; result caches are gitignored and regenerate from scratch. --- .gitignore | 9 + conda_envs/environment.yaml | 1 + notebooks/dev/final_ladder_seq97.py | 172 +++ notebooks/dev/m4_cv.py | 437 +++++++ notebooks/watermains.ipynb | 1166 +++++++++++++++++ notebooks/watermains.py | 1842 +++++++++++++++++++++++++++ notebooks/watermains_plan.md | 280 ++++ scripts/setup-jupyter-mcp.sh | 106 ++ 8 files changed, 4013 insertions(+) create mode 100644 notebooks/dev/final_ladder_seq97.py create mode 100644 notebooks/dev/m4_cv.py create mode 100644 notebooks/watermains.ipynb create mode 100644 notebooks/watermains.py create mode 100644 notebooks/watermains_plan.md create mode 100755 scripts/setup-jupyter-mcp.sh diff --git a/.gitignore b/.gitignore index 7ea9f34..99047b0 100644 --- a/.gitignore +++ b/.gitignore @@ -189,3 +189,12 @@ cython_debug/ .pypirc .idea/ /docs/source/ + +# Jupyter MCP / collaborative-session artifacts +.jupyter/ +.jupyter_ystore.db +*.ipynb.invalid + +# Notebook parameter/data caches (regenerable) +notebooks/*.pkl +notebooks/*_theta.npy diff --git a/conda_envs/environment.yaml b/conda_envs/environment.yaml index b11d3d2..1c178d6 100644 --- a/conda_envs/environment.yaml +++ b/conda_envs/environment.yaml @@ -22,6 +22,7 @@ dependencies: - pytest - mypy - polars + - nutpie # Docs tooling — kept in sync with conda_envs/environment-docs.yaml so # `make html` works in the dev env without an extra install step. - sphinx>=7 diff --git a/notebooks/dev/final_ladder_seq97.py b/notebooks/dev/final_ladder_seq97.py new file mode 100644 index 0000000..927e19c --- /dev/null +++ b/notebooks/dev/final_ladder_seq97.py @@ -0,0 +1,172 @@ +"""Full ladder on the corrected 1997 panel: M1 (normalized cats), M2 (R2D2 Beta(1,99)), +retuned HGB, GLM. 7 folds, M=1024, caches watermains_cv_seq97_{t}.pkl.""" +# ruff: noqa: E402 + +import pickle +import sys +import time + +from pathlib import Path + +sys.path.insert(0, str(Path(__file__).resolve().parents[1])) +import os + +os.chdir(Path(__file__).resolve().parents[1]) +import numpy as np +import pandas as pd +import watermains as wm + +import ptgp as pg + +FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] +M_IND, N_STEPS, BATCH, EVAL_SIZE = 1024, 700, 1024, 32768 + +breaks, mains, mains_geoms = wm.load_kitchener_data(cache_path="watermains_cache.pkl") +folds = {t: wm.build_panel(mains, breaks, float(t)) for t in FOLDS} +tr25 = folds[2025][0] +print( + f"1997 panel, fold 2025: {len(tr25):,} train rows, {int(tr25['y'].sum()):,} breaks, " + f"mean rate/row {tr25['y'].mean():.5f}", + flush=True, +) + + +def fit_m1(train, test, seed=0): + Xtr, stats = wm.panel_design(train) + Xte, _ = wm.panel_design(test, stats) + ytr = train["y"].to_numpy(float) + n_mat = int(Xtr[:, wm.MAT_COL].max()) + 1 + n_zone = int(Xtr[:, wm.ZONE_COL].max()) + 1 + Z0, vp, _ = wm.init_inducing(Xtr, M=M_IND, rng=seed) + model, svgp, Z_var = wm.build_svgp_model(Xtr, ytr, n_mat, n_zone, Z0, vp, seed=seed) + res = wm.train_svgp( + model, + svgp, + Z_var, + Z0, + vp, + Xtr, + ytr, + batch_size=BATCH, + n_steps=N_STEPS, + seed=seed, + print_every=None, + eval_size=EVAL_SIZE, + eval_every=50, + ) + rate_fn = wm.compile_rate_fn(svgp, model, res) + _, fm, fv = rate_fn(Xte) + tr = pg.optim.get_trained_params(model, res.shared) + return { + "fm": fm, + "fv": fv, + "eta": float(tr["eta"]), + "ls": np.asarray(tr["ls"]).tolist(), + "best_step": res.best_step, + } + + +def load_or_fit(t, key, fit_fn): + cache = Path(f"watermains_cv_seq97_{t}.pkl") + fold = pickle.loads(cache.read_bytes()) if cache.exists() else {} + train, test = folds[t] + if "n_test" not in fold: + fold.update( + n_test=test["y"].to_numpy(float), + expo_test=test["length_km"].to_numpy(float), + diam=test["diam"].to_numpy(float), + length_km=test["length_km"].to_numpy(float), + ) + if key not in fold: + t0 = time.time() + fold[key] = fit_fn(train, test) + cache.write_bytes(pickle.dumps(fold)) + print(f"[{t}] {key} fit ({time.time()-t0:.0f}s)", flush=True) + return fold + + +def row_ll(fold, key, draws=500): + d = fold[key] + lr = ( + wm.latent_draws(d["fm"], d["fv"], draws, seed=0) + if "fm" in d + else np.log(np.clip(d["rate"], 1e-9, None))[None, :] + ) + return wm.elpd_row_poisson(fold["n_test"], lr, fold["expo_test"]) + + +for t in FOLDS: + fold = load_or_fit(t, "m1", fit_m1) + fold = load_or_fit( + t, + "m2", + lambda tr, te: wm.fit_panel_gp_r2d2( + tr, te, M=M_IND, n_steps=N_STEPS, batch_size=BATCH, eval_size=EVAL_SIZE + ), + ) + fold = load_or_fit( + t, + "hgb", + lambda tr, te, t=t: dict(zip(("rate", "params"), wm.fit_hgb_panel(tr, te, float(t)))), + ) + fold = load_or_fit(t, "glm", lambda tr, te: {"rate": wm.fit_glm_panel(tr, te)}) + d2 = fold["m2"] + d21, se21 = wm.elpd_diff_se(row_ll(fold, "m2"), row_ll(fold, "m1")) + d2h, se2h = wm.elpd_diff_se(row_ll(fold, "m2"), row_ll(fold, "hgb")) + print( + f"[{t}] eta={fold['m1']['eta']:.3f} | m2 phi={np.round(d2['phi'], 3)} R2={d2['r2']:.4f} " + f"betas={np.round(d2['betas'], 3)} | m2-m1: {d21:+.1f}+-{se21:.1f} m2-hgb: {d2h:+.1f}+-{se2h:.1f}", + flush=True, + ) + +rows = {} +etas = [] +for key in ("m1", "m2", "hgb", "glm"): + elpd, z2, captured = 0.0, [], 0.0 + y_pool, p_pool, tot_pred, tot_real = [], [], [], [] + for t in sorted(FOLDS): + fold = pickle.loads(Path(f"watermains_cv_seq97_{t}.pkl").read_bytes()) + n_test, expo = fold["n_test"], fold["expo_test"] + d = fold[key] + if "fm" in d: + EN, VN = wm.poisson_moments(d["fm"], d["fv"], expo) + prob = wm.rate_to_prob(wm.latent_to_rate(d["fm"], d["fv"]), expo) + elpd += wm.elpd_poisson(n_test, wm.latent_draws(d["fm"], d["fv"], 500, seed=0), expo) + if key == "m1": + etas.append(d["eta"]) + else: + rate = np.clip(d["rate"], 1e-9, None) + EN = VN = rate * expo + prob = wm.rate_to_prob(rate, expo) + elpd += wm.elpd_poisson(n_test, np.log(rate)[None, :], expo) + y_pool.append((n_test > 0).astype(int)) + p_pool.append(prob) + z2.append((n_test - EN) ** 2 / VN) + rc = wm.replacement_cost(fold["diam"], fold["length_km"]) + captured += wm.dollar_backtest({key: EN}, rc, n_test, budget=5.0)[key][2] + tot_pred.append(EN.sum()) + tot_real.append(n_test.sum()) + pooled = wm.evalm(np.concatenate(y_pool), np.concatenate(p_pool)) + rows[key] = { + "ELPD": round(elpd, 1), + "ROC-AUC": round(pooled["ROC_AUC"], 3), + "AUC-PR": round(pooled["AP"], 3), + "captured@5M": round(captured, 1), + "z2": round(float(np.concatenate(z2).mean()), 2), + "bias/yr": round(float(np.mean(np.array(tot_pred) - np.array(tot_real))), 1), + } +print("\n===== POOLED (1997 panel, M=1024) =====") +print(pd.DataFrame(rows).T.to_string()) + +etas = np.array(etas) +s2 = 1.0 / tr25["y"].to_numpy(float).mean() +fm_var = [ + float(np.var(pickle.loads(Path(f"watermains_cv_seq97_{t}.pkl").read_bytes())["m1"]["fm"])) + for t in sorted(FOLDS) +] +r2a = etas**2 / (etas**2 + s2) +r2r = np.array(fm_var) / (np.array(fm_var) + s2) +print(f"\nsigma_tilde2 (1/mean y) = {s2:.1f}") +print(f"eta across folds: {np.round(etas, 3)}; amplitude R2 {r2a.mean():.4f} +- {r2a.std():.4f}") +print(f"realized R2 {r2r.mean():.4f} +- {r2r.std():.4f}") +print("DONE") diff --git a/notebooks/dev/m4_cv.py b/notebooks/dev/m4_cv.py new file mode 100644 index 0000000..c5845a5 --- /dev/null +++ b/notebooks/dev/m4_cv.py @@ -0,0 +1,437 @@ +"""M4 7-fold CV: step-4 architecture, twin composition, NGD on Gaussian blocks, +variational q on the R2D2 budget and c. 2500 steps/fold, caches watermains_cv_m4_{t}.pkl. +Ends with the pooled five-model table (m1/m2/hgb/glm from the seq97 caches).""" +# ruff: noqa: E402 + +import os +import pickle +import sys +import time + +from pathlib import Path + +sys.path.insert(0, str(Path(__file__).resolve().parents[1])) +os.chdir(Path(__file__).resolve().parents[1]) + +import numpy as np +import pandas as pd +import pytensor +import pytensor.tensor as pt +import watermains as wm + +from scipy.linalg import cho_factor, cho_solve + +import ptgp as pg + +FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] +N_STEPS = 2500 +M_BASE, M_HIST = 1024, 256 +S_DRAWS = 16 +BATCH, EVAL_SIZE, EVAL_EVERY = 1024, 32768, 50 +K_COMP = 5 +JITTER = 1e-6 +YEAR0 = 1997 +ADAM_SWITCH = 700 + +breaks, mains, _ = wm.load_kitchener_data(cache_path="watermains_cache.pkl") +folds = {t: wm.build_panel(mains, breaks, float(t)) for t in FOLDS} +BASE_EPS = np.random.default_rng(42).standard_normal((S_DRAWS, 6)) +lik = pg.likelihoods.Poisson() + + +def gamma_sched(i, cap): + g = min(cap, 0.001 * (1.6 ** (i // 25))) + if i > 400: + g = min(g, cap / (1.0 + (i - 400) / 300.0)) + return g + + +def ngd_update_full(m_sh, S_sh, g_m, g_S, gamma): + m, S = m_sh.get_value(), S_sh.get_value() + g_S = 0.5 * (g_S + g_S.T) + c, low = cho_factor(S) + Sinv_m = cho_solve((c, low), m) + Sinv = cho_solve((c, low), np.eye(len(m))) + for _ in range(6): + Sinv_new = Sinv - 2.0 * gamma * g_S + try: + cn = np.linalg.cholesky(Sinv_new) + except np.linalg.LinAlgError: + gamma *= 0.5 + continue + S_new = cho_solve((cn, True), np.eye(len(m))) + S_new = 0.5 * (S_new + S_new.T) + m_new = S_new @ (Sinv_m + gamma * (g_m - 2.0 * g_S @ m)) + m_sh.set_value(m_new) + S_sh.set_value(S_new) + return + + +def ngd_update_diag(m_sh, s_sh, g_m, g_s, gamma): + m, s = m_sh.get_value(), s_sh.get_value() + prec_new = 1.0 / s - 2.0 * gamma * g_s + ok = prec_new > 1e-8 + s_new = np.where(ok, 1.0 / np.clip(prec_new, 1e-8, None), s) + m_new = np.where(ok, s_new * (m / s + gamma * (g_m - 2.0 * g_s * m)), m) + m_sh.set_value(m_new) + s_sh.set_value(s_new) + + +def invgamma_lp(log_x, a, b): + return pt.sum(-(a + 1.0) * log_x - b * pt.exp(-log_x) + log_x) + + +def fit_m4(train, test, n_steps=N_STEPS, seed=0): + Xtr, stats = wm.panel_design(train) + Xte, _ = wm.panel_design(test, stats) + ytr = train["y"].to_numpy(float) + N = len(ytr) + n_mat = int(Xtr[:, wm.MAT_COL].max()) + 1 + n_zone = int(Xtr[:, wm.ZONE_COL].max()) + 1 + n_pipes = int(max(Xtr[:, wm.ID_COL].max(), Xte[:, wm.ID_COL].max())) + 1 + n_years = int(test["year"].max()) - YEAR0 + 1 + input_dim = Xtr.shape[1] + sigma2 = 1.0 / ytr.mean() + log_rate0 = float(np.log(ytr.sum() / np.exp(Xtr[:, wm.EXPO_COL]).sum())) + freq_mat = np.bincount(Xtr[:, wm.MAT_COL].astype(int), minlength=n_mat) / N + freq_zone = np.bincount(Xtr[:, wm.ZONE_COL].astype(int), minlength=n_zone) / N + mu_y, sd_y = float(stats[0]["year"]), float(stats[1]["year"]) + + Z0_base, _, _ = wm.init_inducing(Xtr, M=M_BASE, cont_dims=list(wm.CONT_DIMS), rng=seed) + Z0_hist, _, _ = wm.init_inducing( + Xtr, M=M_HIST, cont_dims=[wm.HIST_COL, 0], code_cols=(wm.MAT_COL,), rng=seed + ) + years_u = np.unique(Xtr[:, wm.YEAR_COL]) + Z_yr = np.zeros((len(years_u), input_dim)) + Z_yr[:, wm.YEAR_COL] = years_u + M_YR = len(years_u) + + wrng = np.random.default_rng(seed) + sh = pytensor.shared + p_log_ls_base = sh(np.zeros(4), name="log_ls_base") + p_log_ls_trend = sh(np.array(np.log(2.5)), name="log_ls_trend") + p_log_ls_hist = sh(np.zeros(2), name="log_ls_hist") + p_W_mat = sh(0.1 * wrng.standard_normal((n_mat, 2)), name="W_mat") + p_log_kap_mat = sh(np.full(n_mat, -0.5), name="log_kap_mat") + p_W_zone = sh(0.1 * wrng.standard_normal((n_zone, 2)), name="W_zone") + p_log_kap_zone = sh(np.full(n_zone, -0.5), name="log_kap_zone") + p_W_mat2 = sh(0.1 * wrng.standard_normal((n_mat, 2)), name="W_mat2") + p_log_kap_mat2 = sh(np.full(n_mat, -0.5), name="log_kap_mat2") + p_Z_base = sh(Z0_base.copy(), name="Z_base") + p_Z_hist = sh(Z0_hist.copy(), name="Z_hist") + + W0 = sigma2 * 0.01 / 0.99 + p_q_loc = sh(np.concatenate([np.log(np.full(5, W0 / 5)), [log_rate0]]), name="q_loc") + p_q_logsd = sh(np.full(6, np.log(0.1)), name="q_logsd") + + q_m_b, q_S_b = sh(np.zeros(M_BASE)), sh(np.eye(M_BASE)) + q_m_t, q_S_t = sh(np.zeros(M_YR)), sh(np.eye(M_YR)) + q_m_h, q_S_h = sh(np.zeros(M_HIST)), sh(np.eye(M_HIST)) + m_f, s_f = sh(np.zeros(n_pipes)), sh(np.full(n_pipes, 0.09)) + m_y, s_y = sh(np.zeros(n_years)), sh(np.full(n_years, 0.09)) + + adam_params = [ + p_log_ls_base, + p_log_ls_trend, + p_log_ls_hist, + p_W_mat, + p_log_kap_mat, + p_W_zone, + p_log_kap_zone, + p_W_mat2, + p_log_kap_mat2, + p_Z_base, + p_Z_hist, + p_q_loc, + p_q_logsd, + ] + + Xb = pt.matrix("Xb") + yb = pt.vector("yb") + + k_base = ( + pg.kernels.Matern52( + input_dim=input_dim, ls=pt.exp(p_log_ls_base), active_dims=list(wm.CONT_DIMS) + ) + * wm.NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_mat, + W=p_W_mat, + kappa=pt.exp(p_log_kap_mat), + freqs=freq_mat, + active_dims=[wm.MAT_COL], + ) + * wm.NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_zone, + W=p_W_zone, + kappa=pt.exp(p_log_kap_zone), + freqs=freq_zone, + active_dims=[wm.ZONE_COL], + ) + ) + k_trend = pg.kernels.ExpQuad( + input_dim=input_dim, ls=pt.exp(p_log_ls_trend), active_dims=[wm.YEAR_COL] + ) + k_hist = pg.kernels.Matern52( + input_dim=input_dim, ls=pt.exp(p_log_ls_hist), active_dims=[wm.HIST_COL, 0] + ) * wm.NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_mat, + W=p_W_mat2, + kappa=pt.exp(p_log_kap_mat2), + freqs=freq_mat, + active_dims=[wm.MAT_COL], + ) + + def whitened_block(kernel, Z, q_m, q_S, M, X): + Kmm = kernel(Z) + JITTER * pt.eye(M) + L = pt.linalg.cholesky(Kmm) + A = pt.linalg.solve_triangular(L, kernel(Z, X), lower=True) + mu = A.T @ q_m + SA = q_S @ A + var = pt.clip( + kernel.diag(X) - pt.sum(A * A, axis=0) + pt.sum(A * SA, axis=0), 1e-10, np.inf + ) + _, logdet = pt.linalg.slogdet(q_S) + kl = 0.5 * (pt.trace(q_S) + q_m @ q_m - M - logdet) + return mu, var, kl + + mu_b, var_b, kl_b = whitened_block(k_base, p_Z_base, q_m_b, q_S_b, M_BASE, Xb) + mu_t, var_t, kl_t = whitened_block(k_trend, pt.as_tensor_variable(Z_yr), q_m_t, q_S_t, M_YR, Xb) + mu_h, var_h, kl_h = whitened_block(k_hist, p_Z_hist, q_m_h, q_S_h, M_HIST, Xb) + + pidx = Xb[:, wm.ID_COL].astype("int64") + yidx = pt.cast(pt.round(Xb[:, wm.YEAR_COL] * sd_y + mu_y), "int64") - YEAR0 + mf_b, sf_b = m_f[pidx], s_f[pidx] + my_b, sy_b = m_y[yidx], s_y[yidx] + logE_b = Xb[:, wm.EXPO_COL] + scale = N / Xb.shape[0] + + def draw_terms(eps): + u = p_q_loc + pt.exp(p_q_logsd) * eps + logv, c_s = u[0:5], u[5] + v = pt.exp(logv) + lp = wm.r2d2_log_prior(logv, K_COMP, sigma2, a=1.0, b=99.0) + lp = lp - 0.5 * (c_s - log_rate0) ** 2 + mu = ( + c_s + + logE_b + + pt.sqrt(v[0]) * mu_b + + pt.sqrt(v[1]) * mu_t + + pt.sqrt(v[2]) * mu_h + + mf_b + + my_b + ) + var = v[0] * var_b + v[1] * var_t + v[2] * var_h + sf_b + sy_b + ve = scale * pt.sum(lik.variational_expectation(yb, mu, var)) + kl_year = 0.5 * pt.sum((s_y + m_y**2) / v[3] - 1.0 + logv[3] - pt.log(s_y)) + kl_eps = 0.5 * pt.sum((s_f + m_f**2) / v[4] - 1.0 + logv[4] - pt.log(s_f)) + return ve - kl_year - kl_eps + lp + + inner = pt.mean(pt.stack([draw_terms(pt.constant(BASE_EPS)[s]) for s in range(S_DRAWS)])) + entropy = pt.sum(p_q_logsd) + 0.5 * 6 * (1.0 + np.log(2 * np.pi)) + lp_point = ( + invgamma_lp(p_log_ls_base, 3.0, 3.0) + + invgamma_lp(p_log_ls_trend, 3.0, 6.0) + + invgamma_lp(p_log_ls_hist, 3.0, 3.0) + - 0.5 * pt.sum(p_W_mat**2) + - 0.5 * pt.sum(p_W_zone**2) + - 0.5 * pt.sum(p_W_mat2**2) + - 0.5 * pt.sum(pt.exp(p_log_kap_mat) ** 2) + + pt.sum(p_log_kap_mat) + - 0.5 * pt.sum(pt.exp(p_log_kap_zone) ** 2) + + pt.sum(p_log_kap_zone) + - 0.5 * pt.sum(pt.exp(p_log_kap_mat2) ** 2) + + pt.sum(p_log_kap_mat2) + ) + elbo = inner + entropy - kl_b - kl_t - kl_h + lp_point + loss = -elbo + + ngd_wrt = [q_m_b, q_S_b, q_m_t, q_S_t, q_m_h, q_S_h, m_f, s_f, m_y, s_y] + grads_q = pt.grad(elbo, wrt=ngd_wrt) + step_fn = pytensor.function( + [Xb, yb], + [loss, *grads_q], + updates=pg.optim.optimizers.adam(loss, adam_params, learning_rate=1e-2), + ) + step_fn2 = pytensor.function( + [Xb, yb], + [loss, *grads_q], + updates=pg.optim.optimizers.adam(loss, adam_params, learning_rate=2e-3), + ) + eval_fn = pytensor.function([Xb, yb], loss) + + all_state = adam_params + ngd_wrt + rng = np.random.default_rng(seed) + eval_idx = rng.choice(N, EVAL_SIZE, replace=False) + Xev, yev = Xtr[eval_idx], ytr[eval_idx] + best = {"loss": np.inf, "step": -1, "vals": None} + gamma_cap = 0.02 + + t0 = time.time() + for i in range(n_steps): + sel = rng.choice(N, BATCH, replace=False) + out = (step_fn if i < ADAM_SWITCH else step_fn2)(Xtr[sel], ytr[sel]) + if not np.isfinite(float(out[0])): + if best["vals"] is not None: + for var, val in zip(all_state, best["vals"]): + var.set_value(val.copy()) + gamma_cap *= 0.5 + print( + f" step {i + 1}: non-finite loss; restored best @ {best['step']}, " + f"gamma_cap -> {gamma_cap:.5f}", + flush=True, + ) + continue + g = out[1:] + gamma = gamma_sched(i, gamma_cap) + ngd_update_full(q_m_b, q_S_b, g[0], g[1], gamma) + ngd_update_full(q_m_t, q_S_t, g[2], g[3], gamma) + ngd_update_full(q_m_h, q_S_h, g[4], g[5], gamma) + ngd_update_diag(m_f, s_f, g[6], g[7], gamma) + ngd_update_diag(m_y, s_y, g[8], g[9], gamma) + if (i + 1) % EVAL_EVERY == 0 or i == n_steps - 1: + ev = float(eval_fn(Xev, yev)) + if ev < best["loss"]: + best = { + "loss": ev, + "step": i + 1, + "vals": [v.get_value().copy() for v in all_state], + } + fit_secs = time.time() - t0 + for var, val in zip(all_state, best["vals"]): + var.set_value(val) + + pred_fn = pytensor.function([Xb], [mu_b, var_b, mu_t, var_t, mu_h, var_h]) + mu_b_te, v_b_te, mu_t_te, v_t_te, mu_h_te, v_h_te = pred_fn(Xte) + pidx_te = Xte[:, wm.ID_COL].astype(int) + yidx_te = np.rint(Xte[:, wm.YEAR_COL] * sd_y + mu_y).astype(int) - YEAR0 + mf_te, sf_te = m_f.get_value()[pidx_te], s_f.get_value()[pidx_te] + my_te, sy_te = m_y.get_value()[yidx_te], s_y.get_value()[yidx_te] + + q_loc, q_sd = p_q_loc.get_value(), np.exp(p_q_logsd.get_value()) + prng = np.random.default_rng(7) + n_phi, n_z = 100, 5 + u_draws = q_loc + q_sd * prng.standard_normal((n_phi, 6)) + lr_draws = np.empty((n_phi * n_z, len(Xte))) + for j in range(n_phi): + v = np.exp(u_draws[j, 0:5]) + mu = ( + u_draws[j, 5] + + np.sqrt(v[0]) * mu_b_te + + np.sqrt(v[1]) * mu_t_te + + np.sqrt(v[2]) * mu_h_te + + mf_te + + my_te + ) + var = v[0] * v_b_te + v[1] * v_t_te + v[2] * v_h_te + sf_te + sy_te + z = prng.standard_normal((n_z, len(mu))) + lr_draws[j * n_z : (j + 1) * n_z] = mu[None, :] + np.sqrt(var)[None, :] * z + + n_test = test["y"].to_numpy(float) + expo = test["length_km"].to_numpy(float) + row_elpd = wm.elpd_row_poisson(n_test, lr_draws, expo) + lam = expo[None, :] * np.exp(lr_draws) + EN = lam.mean(0) + VN = EN + lam.var(0) + prob = 1.0 - np.exp(-lam).mean(0) + + return { + "row_elpd": row_elpd, + "EN": EN, + "VN": VN, + "prob": prob, + "q_loc": q_loc, + "q_sd": q_sd, + "sigma2": sigma2, + "m_y_all": m_y.get_value(), + "s_y_all": s_y.get_value(), + "ls_base": np.exp(p_log_ls_base.get_value()).tolist(), + "ls_trend": float(np.exp(p_log_ls_trend.get_value())), + "ls_hist": np.exp(p_log_ls_hist.get_value()).tolist(), + "best_step": best["step"], + "fit_secs": fit_secs, + } + + +def row_ll(fold, key, draws=500): + d = fold[key] + lr = ( + wm.latent_draws(d["fm"], d["fv"], draws, seed=0) + if "fm" in d + else np.log(np.clip(d["rate"], 1e-9, None))[None, :] + ) + return wm.elpd_row_poisson(fold["n_test"], lr, fold["expo_test"]) + + +for t in FOLDS: + cache = Path(f"watermains_cv_m4_{t}.pkl") + if cache.exists(): + d = pickle.loads(cache.read_bytes()) + else: + d = fit_m4(*folds[t]) + cache.write_bytes(pickle.dumps(d)) + fold = pickle.loads(Path(f"watermains_cv_seq97_{t}.pkl").read_bytes()) + v_mean = np.exp(d["q_loc"][0:5] + 0.5 * d["q_sd"][0:5] ** 2) + phi = v_mean / v_mean.sum() + d2m, se2m = wm.elpd_diff_se(d["row_elpd"], row_ll(fold, "m2")) + d2h, se2h = wm.elpd_diff_se(d["row_elpd"], row_ll(fold, "hgb")) + print( + f"[{t}] m4 fit {d['fit_secs']:.0f}s best@{d['best_step']} | phi={np.round(phi, 3)} " + f"sigma_y={np.sqrt(v_mean[3]):.3f} | m4-m2: {d2m:+.1f}+-{se2m:.1f} " + f"m4-hgb: {d2h:+.1f}+-{se2h:.1f}", + flush=True, + ) + +# ---- pooled five-model table --------------------------------------------- +rows = {} +diff_rows = {"m2": [], "hgb": []} +for key in ("m1", "m2", "hgb", "glm", "m4"): + elpd, z2, captured = 0.0, [], 0.0 + y_pool, p_pool, tot_pred, tot_real = [], [], [], [] + for t in sorted(FOLDS): + fold = pickle.loads(Path(f"watermains_cv_seq97_{t}.pkl").read_bytes()) + n_test, expo = fold["n_test"], fold["expo_test"] + if key == "m4": + d = pickle.loads(Path(f"watermains_cv_m4_{t}.pkl").read_bytes()) + EN, VN, prob = d["EN"], d["VN"], d["prob"] + elpd += float(d["row_elpd"].sum()) + for ref in ("m2", "hgb"): + diff_rows[ref].append(d["row_elpd"] - row_ll(fold, ref)) + else: + dd = fold[key] + if "fm" in dd: + EN, VN = wm.poisson_moments(dd["fm"], dd["fv"], expo) + prob = wm.rate_to_prob(wm.latent_to_rate(dd["fm"], dd["fv"]), expo) + elpd += wm.elpd_poisson( + n_test, wm.latent_draws(dd["fm"], dd["fv"], 500, seed=0), expo + ) + else: + rate = np.clip(dd["rate"], 1e-9, None) + EN = VN = rate * expo + prob = wm.rate_to_prob(rate, expo) + elpd += wm.elpd_poisson(n_test, np.log(rate)[None, :], expo) + y_pool.append((n_test > 0).astype(int)) + p_pool.append(prob) + z2.append((n_test - EN) ** 2 / VN) + rc = wm.replacement_cost(fold["diam"], fold["length_km"]) + captured += wm.dollar_backtest({key: EN}, rc, n_test, budget=5.0)[key][2] + tot_pred.append(EN.sum()) + tot_real.append(n_test.sum()) + pooled = wm.evalm(np.concatenate(y_pool), np.concatenate(p_pool)) + rows[key] = { + "ELPD": round(elpd, 1), + "ROC-AUC": round(pooled["ROC_AUC"], 3), + "AUC-PR": round(pooled["AP"], 3), + "captured@5M": round(captured, 1), + "z2": round(float(np.concatenate(z2).mean()), 2), + "bias/yr": round(float(np.mean(np.array(tot_pred) - np.array(tot_real))), 1), + } + +print("\n===== POOLED (1997 panel, M=1024, m4 @ 2500 steps) =====") +print(pd.DataFrame(rows).T.to_string()) +for ref in ("m2", "hgb"): + dr = np.concatenate(diff_rows[ref]) + print(f"pooled m4 - {ref}: {dr.sum():+.1f} +- {np.sqrt(len(dr) * dr.var(ddof=1)):.1f}") +print("DONE M4 CV") diff --git a/notebooks/watermains.ipynb b/notebooks/watermains.ipynb new file mode 100644 index 0000000..6eea7f6 --- /dev/null +++ b/notebooks/watermains.ipynb @@ -0,0 +1,1166 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "f1bb2a37", + "metadata": {}, + "source": [ + "# Which water mains to replace: Gaussian processes and decision theory\n", + "\n", + "A Gaussian process returns a full predictive distribution, not a point estimate. Decision theory (Rasmussen and Williams, chapter 2) turns that distribution into the action that minimizes expected loss. This notebook shows the pair working on a real problem: predicting water main break rates across the City of Kitchener from its open break records, then deciding, in dollars, which pipes to replace and how large an emergency budget to hold.\n", + "\n", + "The models are built with [ptgp](https://github.com/wrengels/ptgp) the way real modeling goes: start with a plain GP, check where it falls short, and escalate. Three models, one clear step at a time:\n", + "\n", + "1. **Model 1**: a sparse variational GP (SVGP) over pipe age, size, location, material, and pressure zone, with a Poisson likelihood and an exposure offset.\n", + "2. **Model 2**: + each pipe's prior break rate and the calendar year as single linear coefficients in the mean, under an **R2D2 prior** that budgets the model's explained variance across its components.\n", + "3. **Model 3**: the best GP the R2D2M2 family supports, with a per-pipe *frailty* joining the budget.\n", + "\n", + "Every model is validated as it would be used: an annual planning cycle replayed over 2019-2025 and scored against the breaks that actually happened. A tuned gradient-boosting benchmark and a classical Poisson GLM set the bar the final model must clear.\n", + "\n", + "Mechanical code (data fetching, cross-validation, plotting) lives in the companion module [`watermains.py`](watermains.py) and stays out of view; the code shown is the ptgp modeling itself. Deeper methods live in the [supplement](watermains_supplement.ipynb)." + ] + }, + { + "cell_type": "markdown", + "id": "c038e44a", + "metadata": {}, + "source": [ + "## The data\n", + "\n", + "The City of Kitchener, Ontario publishes its entire drinking-water network as [open data](https://open-kitchenergis.opendata.arcgis.com/): about 16,000 active water mains spanning 934 km, and roughly 3,000 breaks recorded since 1995. (The break layer nominally extends back to 1985, but its first decade holds just eight records, so effective coverage starts in 1995; every window in this notebook respects that.) Every main carries its installation year, material, diameter, length, and pressure zone; every break carries a date, a location, and the main it happened on. Materials run from modern PVC and ductile iron to the brittle cast iron laid a century ago, and it is that old cast iron, not the most common pipe in the ground, that accounts for most of the breaks. The notebook pulls both layers live from the city's ArcGIS service, so everything below is reproducible from source." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "736f4180", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:43:03.716198Z", + "iopub.status.busy": "2026-07-16T07:43:03.715896Z", + "iopub.status.idle": "2026-07-16T07:43:08.276593Z", + "shell.execute_reply": "2026-07-16T07:43:08.275684Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "16133 active mains, 2415 linked main breaks\n" + ] + } + ], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import pandas as pd\n", + "import pymc as pm\n", + "import pytensor.tensor as pt\n", + "import ptgp as pg\n", + "\n", + "import watermains as wm\n", + "\n", + "breaks, mains, mains_geoms = wm.load_kitchener_data(cache_path=\"watermains_cache.pkl\")\n", + "_, mb, _ = wm.build_modeling_frame(mains, breaks)\n", + "base = wm.static_frame(mains)\n", + "segs = wm.line_segments(mains_geoms)\n", + "print(\n", + " f\"{len(base)} active mains, {int(wm.break_table(base, breaks).to_numpy().sum())} linked main breaks\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "802c2158", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:43:08.279012Z", + "iopub.status.busy": "2026-07-16T07:43:08.278681Z", + "iopub.status.idle": "2026-07-16T07:43:09.719241Z", + "shell.execute_reply": "2026-07-16T07:43:09.718474Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "wm.plot_network(segs, mb)" + ] + }, + { + "cell_type": "markdown", + "id": "952f8d6d", + "metadata": {}, + "source": [ + "## What the model sees\n", + "\n", + "Each pipe contributes: **age**, **diameter** (log mm), **location** (segment centroid), **material** and **pressure zone** (integer-coded into rank-2 `LowRankCategorical` kernels that learn a covariance between levels instead of assuming them independent), and **exposure** (pipe-km-years, a fixed log offset so the model predicts a rate). Model 2 adds **calendar year** and each pipe's **prior break rate**. How the categorical levels were consolidated, and why each feature earns its place, is in the [supplement](watermains_supplement.ipynb)." + ] + }, + { + "cell_type": "markdown", + "id": "9294900f", + "metadata": {}, + "source": [ + "## The data as a planner sees it: pipe-years, replayed annually\n", + "\n", + "A utility plans annually: standing at the start of year $t$ it knows everything before $t$, predicts the coming year, sets an emergency budget, and picks mains to replace. The data are arranged the same way, one row per pipe per year from 1995 on: the target is that pipe's breaks in that year, exposure is one year of its length, and covariates (age, and later the history feature) are measured at that year. Over half of today's network (518 of 934 km) predates 1995, so the panel is well populated from its first year, and pipe-year rows cost an SVGP nothing extra, since training is minibatched either way.\n", + "\n", + "The evaluation replays the planning cycle: for each year $t$ from 2019 through 2025 (2026 is only half recorded), every model trains on all rows before $t$, roughly 340,000 by the last fold, and predicts the year-$t$ slice, which it has never seen. The history feature is each pipe's empirical break rate over `[1995, s)`, strictly before its row's year $s$, so nothing circular enters. Fits are cached to disk, so re-running the notebook is cheap.\n", + "\n", + "The code shown below trains each model once on the full record through 2025, the fit a planner would deploy for 2026; the identical construction runs inside the cross-validation." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "0e63ca02", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:43:09.722726Z", + "iopub.status.busy": "2026-07-16T07:43:09.722289Z", + "iopub.status.idle": "2026-07-16T07:43:11.981757Z", + "shell.execute_reply": "2026-07-16T07:43:11.980993Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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2022291250176990
2023306727185943
2024322459190253
2025338359195578
\n", + "
" + ], + "text/plain": [ + " train rows train breaks test breaks\n", + "2019 247298 1559 74\n", + "2020 261263 1633 61\n", + "2021 276061 1694 75\n", + "2022 291250 1769 90\n", + "2023 306727 1859 43\n", + "2024 322459 1902 53\n", + "2025 338359 1955 78" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "FOLDS = list(range(2019, 2026))\n", + "folds = {t: wm.build_panel(mains, breaks, float(t)) for t in FOLDS}\n", + "\n", + "# the deployment dataset: every complete year, plus the 2026 slice to predict\n", + "train_all, plan26 = wm.build_panel(mains, breaks, 2026.0)\n", + "X, stats = wm.panel_design(train_all)\n", + "X26, _ = wm.panel_design(plan26, stats)\n", + "y = train_all[\"y\"].to_numpy(float)\n", + "\n", + "pd.DataFrame(\n", + " {\n", + " t: {\n", + " \"train rows\": len(tr),\n", + " \"train breaks\": int(tr[\"y\"].sum()),\n", + " \"test breaks\": int(te[\"y\"].sum()),\n", + " }\n", + " for t, (tr, te) in folds.items()\n", + " }\n", + ").T" + ] + }, + { + "cell_type": "markdown", + "id": "d0d17a49", + "metadata": {}, + "source": [ + "## Choosing the inducing points\n", + "\n", + "With 16,000 pipes and 400,000 pipe-year rows, exact GP inference is out of reach; a sparse variational GP summarizes the data through M inducing points, and where those points sit controls how well the sparse posterior matches the exact one. A random subsample over-picks the many near-identical PVC rows and under-represents the rare pipes that drive the model. ptgp ships `greedy_variance_init` (Burt et al. 2020): a pivoted Cholesky of the kernel matrix that adds, at each step, the point with the largest conditional variance given the points already chosen, covering the input space by prior variance rather than by density.\n", + "\n", + "```python\n", + "Z0, vp, diag = wm.init_inducing(X, M=1024) # wraps pg.inducing.greedy_variance_init\n", + "```\n", + "\n", + "The selection curve below runs past the chosen size, to M = 2048, under a deliberately conservative proxy (unit lengthscales on Model 1's four continuous dimensions): the unexplained fraction of prior variance halves roughly every doubling of M, and **M = 1024** leaves only a few percent even on this worst-case view. The proxy overstates what the model actually needs: fitted ARD lengthscales come out far longer than 1 on most dimensions (location and diameter are nearly flat), collapsing the effective dimensionality to about two, under which the residual at M = 1024 is a fraction of a percent. Two details worth knowing:\n", + "\n", + "- **The inducing locations are then trained**, jointly with the hyperparameters and variational parameters, inside the SVGP optimization loop. The greedy set is a strong start, not a commitment.\n", + "- **The integer code columns take care of themselves.** The material and zone columns of Z start at valid category codes because greedy selection picks real data rows, and during training they receive exactly zero gradient: the `LowRankCategorical` kernel casts its column to integer, and the gradient of an integer cast is zero. Only the continuous columns move." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "1f034c78", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:43:11.984068Z", + "iopub.status.busy": "2026-07-16T07:43:11.983860Z", + "iopub.status.idle": "2026-07-16T07:44:12.485126Z", + "shell.execute_reply": "2026-07-16T07:44:12.484115Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "M = 2048: 99.6% of prior variance explained; worst-covered point d = 0.010\n" + ] + } + ], + "source": [ + "Zsel, vpsel, ip_diag = wm.init_inducing(X, M=2048) # curve computed past the chosen M\n", + "d_final, sub_idx = wm.inducing_diagnostics(X, Zsel)\n", + "wm.plot_inducing_diagnostics(ip_diag, d_final, train_all[\"age\"].to_numpy()[sub_idx])" + ] + }, + { + "cell_type": "markdown", + "id": "5809f4e3", + "metadata": {}, + "source": [ + "## Model 1: a sparse variational GP\n", + "\n", + "Each pipe-year count is Poisson with a latent log-rate that is a GP over the covariates. In ptgp the model is a kernel expression plus a likelihood, wrapped in a PyMC model so the hyperparameters get priors: a Matern 5/2 with ARD over the continuous dims, times a rank-2 `LowRankCategorical` for material, times another for pressure zone. The exposure offset rides in a small mean function so it travels with each minibatch.\n", + "\n", + "One identifiability detail is worth fixing up front. In a product kernel only the *product* of the factor scales is identified: the amplitude $\\eta$ can shrink while the categorical diagonals grow with no change to the model. The categorical kernels below are therefore normalized so that their frequency-weighted mean diagonal is 1 (`wm.NormalizedLowRankCategorical`, a ten-line subclass in the companion module): relative per-level variances are untouched, and $\\eta^2$ becomes the model's mean per-point prior variance, a single well-defined quantity that Model 2's variance budget will need. This is the entire model and its training loop:" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "633b65c5", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:44:12.487907Z", + "iopub.status.busy": "2026-07-16T07:44:12.487641Z", + "iopub.status.idle": "2026-07-16T07:50:24.611807Z", + "shell.execute_reply": "2026-07-16T07:50:24.610891Z" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 0 loss 14,663\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 100 loss 13,891\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 200 loss 4,425\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 300 loss 12,434\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 400 loss 12,349\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 500 loss 10,074\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 600 loss 4,851\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 699 loss 12,157\n" + ] + } + ], + "source": [ + "n_mat, n_zone = int(X[:, wm.MAT_COL].max()) + 1, int(X[:, wm.ZONE_COL].max()) + 1\n", + "freq_mat = np.bincount(X[:, wm.MAT_COL].astype(int), minlength=n_mat) / len(X)\n", + "freq_zone = np.bincount(X[:, wm.ZONE_COL].astype(int), minlength=n_zone) / len(X)\n", + "Z1, vp1, _ = wm.init_inducing(X, M=1024)\n", + "\n", + "with pm.Model() as model1:\n", + " c = pm.Normal(\"c\", mu=np.log(y.sum() / np.exp(X[:, wm.EXPO_COL]).sum()), sigma=1.0)\n", + " ls = pm.InverseGamma(\"ls\", alpha=3.0, beta=3.0, shape=4)\n", + " eta = pm.HalfNormal(\"eta\", sigma=1.5)\n", + " k_cont = eta**2 * pg.kernels.Matern52(input_dim=10, ls=ls, active_dims=[0, 1, 2, 3])\n", + "\n", + " W_mat = pm.Normal(\n", + " \"W_mat\",\n", + " 0.0,\n", + " 1.0,\n", + " shape=(n_mat, 2),\n", + " initval=0.1 * np.random.default_rng(0).standard_normal((n_mat, 2)),\n", + " )\n", + " kappa_mat = pm.HalfNormal(\"kappa_mat\", sigma=1.0, shape=n_mat)\n", + " k_mat = wm.NormalizedLowRankCategorical(\n", + " input_dim=10,\n", + " num_levels=n_mat,\n", + " W=W_mat,\n", + " kappa=kappa_mat,\n", + " freqs=freq_mat,\n", + " active_dims=[wm.MAT_COL],\n", + " )\n", + "\n", + " W_zone = pm.Normal(\n", + " \"W_zone\",\n", + " 0.0,\n", + " 1.0,\n", + " shape=(n_zone, 2),\n", + " initval=0.1 * np.random.default_rng(1).standard_normal((n_zone, 2)),\n", + " )\n", + " kappa_zone = pm.HalfNormal(\"kappa_zone\", sigma=1.0, shape=n_zone)\n", + " k_zone = wm.NormalizedLowRankCategorical(\n", + " input_dim=10,\n", + " num_levels=n_zone,\n", + " W=W_zone,\n", + " kappa=kappa_zone,\n", + " freqs=freq_zone,\n", + " active_dims=[wm.ZONE_COL],\n", + " )\n", + "\n", + " Z_var = pt.matrix(\"Z\") # trainable inducing points, initialized at the greedy set\n", + " svgp1 = pg.gp.SVGP(\n", + " kernel=k_cont * k_mat * k_zone,\n", + " likelihood=pg.likelihoods.Poisson(),\n", + " mean=wm.ExposureOffset(c, col=wm.EXPO_COL),\n", + " inducing_variable=pg.inducing.Points(Z_var, Z_init=Z1),\n", + " variational_params=vp1,\n", + " )\n", + "\n", + "Xv, yv = pt.matrix(\"X\"), pt.vector(\"y\")\n", + "step, shared, extras = pg.optim.compile_training_step(\n", + " lambda gp, Xb, yb: pg.objectives.elbo(gp, Xb, yb, n_data=len(y)).elbo,\n", + " svgp1,\n", + " Xv,\n", + " yv,\n", + " model=model1,\n", + " extra_vars=[*vp1.extra_vars, Z_var],\n", + " extra_init=[*vp1.extra_init, Z1],\n", + " learning_rate=1e-2,\n", + ")\n", + "\n", + "rng = np.random.default_rng(0)\n", + "for i in range(700):\n", + " sel = rng.choice(len(y), 1024, replace=False)\n", + " loss = step(X[sel], y[sel])\n", + " if i % 100 == 0 or i == 699:\n", + " print(f\"step {i:4d} loss {loss:,.0f}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "c742b781", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:50:24.615055Z", + "iopub.status.busy": "2026-07-16T07:50:24.614825Z", + "iopub.status.idle": "2026-07-16T07:50:24.629268Z", + "shell.execute_reply": "2026-07-16T07:50:24.628220Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [], + "source": [ + "import pickle\n", + "from pathlib import Path\n", + "\n", + "\n", + "def run_model(key, fit_fn):\n", + " \"\"\"Fit one model on every fold, cached to disk; returns the fold cache dict.\"\"\"\n", + " out = {}\n", + " for t, (train, test) in folds.items():\n", + " cache = Path(f\"watermains_cv_seq95_{t}.pkl\")\n", + " fold = pickle.loads(cache.read_bytes()) if cache.exists() else {}\n", + " if \"n_test\" not in fold:\n", + " fold.update(\n", + " n_test=test[\"y\"].to_numpy(float),\n", + " expo_test=test[\"length_km\"].to_numpy(float),\n", + " diam=test[\"diam\"].to_numpy(float),\n", + " length_km=test[\"length_km\"].to_numpy(float),\n", + " )\n", + " if key not in fold:\n", + " fold[key] = fit_fn(train, test, t)\n", + " cache.write_bytes(pickle.dumps(fold))\n", + " print(f\"[{t}] {key} fit\")\n", + " out[t] = fold\n", + " return out\n", + "\n", + "\n", + "cv = run_model(\n", + " \"m1\",\n", + " lambda train, test, t: dict(\n", + " zip((\"fm\", \"fv\"), wm.fit_panel_gp(train, test, M=1024, n_steps=700, eval_size=32768))\n", + " ),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "27b40f41", + "metadata": {}, + "source": [ + "The same construction, refit inside the walk-forward replay, gives Model 1's scorecard. Every model in this notebook is scored on the same seven held-out years, with these columns:\n", + "\n", + "- **ELPD** (expected log predictive density): the summed log-probability each model assigns to the breaks that actually happened, the standard score for probabilistic forecasts. Higher (less negative) is better; it rewards getting both the rate *and* the uncertainty right. GP models integrate over their posterior via draws; point-prediction benchmarks get a plug-in score, flagged as such.\n", + "- **ROC-AUC**: the probability that a randomly chosen pipe that broke next year is ranked above one that did not. 0.5 is coin-flipping; 1.0 is perfect ordering.\n", + "- **AUC-PR**: area under the precision-recall curve, the ranking score that matters when positives are rare (about 0.3% of pipe-years break). The baseline for a random ranker is the positive rate itself.\n", + "- **captured @ $5M/yr**: a budgeted field test of the ranking. Each planning year, replace pipes in the model's order until $5M of replacement capital is spent; count how many of that year's actual breaks the plan would have pre-empted, summed over 2019-2025.\n", + "- **calibration z²**: the mean of $(y - \\mathbb{E}[N])^2 / \\mathrm{Var}[N]$ over test pipe-years. 1.0 means the predictive variances are sized exactly right; above 1 means overconfidence (variances too small), below 1 underconfidence." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "e5ceb52c", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:50:24.632589Z", + "iopub.status.busy": "2026-07-16T07:50:24.632372Z", + "iopub.status.idle": "2026-07-16T07:50:28.392958Z", + "shell.execute_reply": "2026-07-16T07:50:28.391816Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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ELPDROC-AUCAUC-PRcaptured @ $5M/yrcalibration z^2
Model 1-2308.10.9230.05545.00.99
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" + ], + "text/plain": [ + " ELPD ROC-AUC AUC-PR captured @ $5M/yr calibration z^2\n", + "Model 1 -2308.1 0.923 0.055 45.0 0.99" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def model_row(key):\n", + " \"\"\"Pooled walk-forward scores for one model.\"\"\"\n", + " y_pool, p_pool, z2, elpd, captured = [], [], [], 0.0, 0.0\n", + " for t in FOLDS:\n", + " fold = cv[t]\n", + " expo, n_test = fold[\"expo_test\"], fold[\"n_test\"]\n", + " d = fold[key]\n", + " if \"fm\" in d:\n", + " EN, VN = wm.poisson_moments(d[\"fm\"], d[\"fv\"], expo)\n", + " prob = wm.rate_to_prob(wm.latent_to_rate(d[\"fm\"], d[\"fv\"]), expo)\n", + " elpd += wm.elpd_poisson(n_test, wm.latent_draws(d[\"fm\"], d[\"fv\"], 500, seed=0), expo)\n", + " else: # rate-only benchmark: plug-in Poisson, no parameter uncertainty\n", + " rate = np.clip(d[\"rate\"], 1e-9, None)\n", + " EN = VN = rate * expo\n", + " prob = wm.rate_to_prob(rate, expo)\n", + " elpd += wm.elpd_poisson(n_test, np.log(rate)[None, :], expo)\n", + " y_pool.append((n_test > 0).astype(int))\n", + " p_pool.append(prob)\n", + " z2.append((n_test - EN) ** 2 / VN)\n", + " rc = wm.replacement_cost(fold[\"diam\"], fold[\"length_km\"])\n", + " captured += wm.dollar_backtest({key: EN}, rc, n_test, budget=5.0)[key][2]\n", + " pooled = wm.evalm(np.concatenate(y_pool), np.concatenate(p_pool))\n", + " return {\n", + " \"ELPD\": round(elpd, 1),\n", + " \"ROC-AUC\": round(pooled[\"ROC_AUC\"], 3),\n", + " \"AUC-PR\": round(pooled[\"AP\"], 3),\n", + " \"captured @ $5M/yr\": round(captured, 1),\n", + " \"calibration z^2\": round(float(np.concatenate(z2).mean()), 2),\n", + " }\n", + "\n", + "\n", + "LABELS = {\n", + " \"m1\": \"Model 1\",\n", + " \"m2\": \"Model 2 (+history, +year means; R2D2)\",\n", + " \"m3\": \"Model 3\",\n", + " \"hgb\": \"HGB (tuned, plug-in)\",\n", + " \"glm\": \"Poisson GLM (plug-in)\",\n", + "}\n", + "results = {}\n", + "\n", + "\n", + "def show_table(*keys):\n", + " \"\"\"Add rows for the given models and show the running comparison table.\"\"\"\n", + " for k in keys:\n", + " results[LABELS[k]] = model_row(k)\n", + " return pd.DataFrame(results).T\n", + "\n", + "\n", + "show_table(\"m1\")" + ] + }, + { + "cell_type": "markdown", + "id": "faed86ab", + "metadata": {}, + "source": [ + "## Model criticism: what is Model 1 missing?\n", + "\n", + "Two checks say the covariates are not the whole story. Pipes that have already broken keep breaking at several times the rate of comparable pipes that never did: break history carries signal (persistent unobserved condition: bedding, water hammer, past repair quality) that age, material, zone, and location miss. And the model has no notion of calendar time, so it cannot express the fact that the network as a whole breaks less than it used to. (The overdispersion view of the same facts is in the [supplement](watermains_supplement.ipynb).)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "432cdfc9", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:50:28.395571Z", + "iopub.status.busy": "2026-07-16T07:50:28.395350Z", + "iopub.status.idle": "2026-07-16T07:50:28.409873Z", + "shell.execute_reply": "2026-07-16T07:50:28.408864Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2010-2026 break rate: broke before 2010 = 0.347/km-yr vs never = 0.051/km-yr (6.8x)\n", + "annual totals, Model 1 vs realized: predicted 80/yr on average, realized 68/yr; over-forecast in 5 of 7 years\n" + ] + } + ], + "source": [ + "mby = wm.attach_break_year(mb)\n", + "broke_pre = base[\"WATMAINID\"].isin(set(mby.loc[mby[\"break_year\"] < 2010, \"ASSETID\"])).to_numpy()\n", + "n_post = (\n", + " base[\"WATMAINID\"]\n", + " .map(mby.loc[mby[\"break_year\"] >= 2010, \"ASSETID\"].value_counts())\n", + " .fillna(0)\n", + " .to_numpy(float)\n", + ")\n", + "expo_post = base[\"length_km\"].to_numpy(float) * (wm.AS_OF - 2010.0)\n", + "r_prev = n_post[broke_pre].sum() / expo_post[broke_pre].sum()\n", + "r_never = n_post[~broke_pre].sum() / expo_post[~broke_pre].sum()\n", + "print(\n", + " f\"2010-2026 break rate: broke before 2010 = {r_prev:.3f}/km-yr vs never = {r_never:.3f}/km-yr \"\n", + " f\"({r_prev / r_never:.1f}x)\"\n", + ")\n", + "\n", + "pred_tot = [\n", + " wm.poisson_moments(cv[t][\"m1\"][\"fm\"], cv[t][\"m1\"][\"fv\"], cv[t][\"expo_test\"])[0].sum()\n", + " for t in FOLDS\n", + "]\n", + "real_tot = [cv[t][\"n_test\"].sum() for t in FOLDS]\n", + "print(\n", + " f\"annual totals, Model 1 vs realized: predicted {np.mean(pred_tot):.0f}/yr on average, \"\n", + " f\"realized {np.mean(real_tot):.0f}/yr; over-forecast in {int(np.sum(np.array(pred_tot) > np.array(real_tot)))} of 7 years\"\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "7ff23cd2", + "metadata": {}, + "source": [ + "## The bar: gradient boosting and the classical GLM\n", + "\n", + "Before escalating the GP, the benchmarks it will be measured against, given the same pipe-year rows, the same features (including year and history, which the GP has not seen yet), and the same walk-forward discipline. The **Poisson GLM** (`sklearn.linear_model.PoissonRegressor`) is the classical model a statistician would write first. The **gradient-boosted trees** (`HistGradientBoostingRegressor`, `loss=\"poisson\"`) are the strong tabular ML default; untuned they memorize the panel's spiky per-row rates, so each fold runs an 80-configuration random search over the tree hyperparameters, scored on the last training year, never the test year.\n", + "\n", + "Two caveats keep the comparison honest. Both benchmarks predict a rate, not a distribution over rates, so their ELPD is a **plug-in** log score with zero parameter uncertainty. And trees cannot extrapolate the year trend: any future year falls in the last histogram bin, so the learned drift flattens into a frozen recent average (a 2019 fit predicts a nearly constant citywide total for every later year). Refit annually, as here, that frozen level is a strong one-year-ahead forecast; it just cannot say anything about year two and beyond." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8e9cb3a0", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:50:28.412308Z", + "iopub.status.busy": "2026-07-16T07:50:28.412095Z", + "iopub.status.idle": "2026-07-16T07:50:28.485096Z", + "shell.execute_reply": "2026-07-16T07:50:28.484394Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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ELPDROC-AUCAUC-PRcaptured @ $5M/yrcalibration z^2
Model 1-2308.10.9230.05545.00.99
HGB (tuned, plug-in)-2257.90.9270.06166.72.32
Poisson GLM (plug-in)-2360.40.9160.05559.01.40
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" + ], + "text/plain": [ + " ELPD ROC-AUC AUC-PR captured @ $5M/yr \\\n", + "Model 1 -2308.1 0.923 0.055 45.0 \n", + "HGB (tuned, plug-in) -2257.9 0.927 0.061 66.7 \n", + "Poisson GLM (plug-in) -2360.4 0.916 0.055 59.0 \n", + "\n", + " calibration z^2 \n", + "Model 1 0.99 \n", + "HGB (tuned, plug-in) 2.32 \n", + "Poisson GLM (plug-in) 1.40 " + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cv = run_model(\n", + " \"hgb\", lambda train, test, t: dict(zip((\"rate\", \"params\"), wm.fit_hgb_panel(train, test, t)))\n", + ")\n", + "cv = run_model(\"glm\", lambda train, test, t: {\"rate\": wm.fit_glm_panel(train, test)})\n", + "show_table(\"hgb\", \"glm\")" + ] + }, + { + "cell_type": "markdown", + "id": "5da191d1", + "metadata": {}, + "source": [ + "## Model 2: add history and time, on a variance budget\n", + "\n", + "The criticism above hands Model 2 its two ingredients, and each enters in the most interpretable form available: a single linear coefficient in the mean function. $\\beta_\\text{hist}$ multiplies the pipe's standardized log break-rate history, $\\beta_\\text{year}$ multiplies the standardized calendar year. The kernel is exactly Model 1's.\n", + "\n", + "New components raise a prior question. The GP amplitude $\\eta^2$, the history slope, and the year slope all claim shares of the model's explained variance, and separate independent priors would let them fight over the same signal. The **R2D2 prior** (Zhang et al. 2022) settles the contest with a budget: put a prior directly on the model's explained-variance fraction $R^2 = W / (W + \\tilde\\sigma^2)$, where $W$ is the total prior variance the model may spend and $\\tilde\\sigma^2 = 1/\\bar y$ is the Poisson pseudo-variance playing the role of the noise floor, then split $W$ across the three components with a Dirichlet. Model 1 tells us where to center it: its realized explained variance is about 1% of $\\tilde\\sigma^2$, and its amplitude view (the now-identified $\\eta^2$) about 0.5%, so $R^2 \\sim \\mathrm{Beta}(1, 99)$: mean 0.01, monotone density, no interior peak to defend.\n", + "\n", + "The budget is a point estimate (MAP), fitted in **log-variance coordinates** $\\log v_k$: in the natural $(R^2, \\text{allocation})$ coordinates the posterior is so badly conditioned that the allocation barely moves from its initialization, while in log space the same optimizer walks straight to the answer. The prior density, with its Jacobian, is `wm.r2d2_log_prior`; each slope then gets $\\beta_k \\mid v_k \\sim \\mathcal N(0, v_k)$ and the GP gets amplitude $\\eta^2 = v_1$, which is exactly why the normalized categorical kernels mattered: all three components are measured in the same per-point-variance units. The fit prints where the budget went." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "eed1fb0a", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:50:28.487689Z", + "iopub.status.busy": "2026-07-16T07:50:28.487476Z", + "iopub.status.idle": "2026-07-16T07:56:43.215006Z", + "shell.execute_reply": "2026-07-16T07:56:43.213648Z" + }, + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 0 loss 13,957\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 100 loss 14,042\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 200 loss 4,471\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 300 loss 12,194\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 400 loss 11,950\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 500 loss 9,884\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 600 loss 4,993\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "step 699 loss 11,623\n", + "allocation (GP, history, year): [0.58 0.22 0.19]\n", + "R2 = 0.0073; betas (hist, year) = [ 0.26 -0.08]\n" + ] + } + ], + "source": [ + "sigma2 = 1.0 / y.mean() # Poisson pseudo-variance: the noise floor in R2\n", + "log_v = pt.vector(\"log_v\") # log component variances: {GP amplitude, history, year}\n", + "c2 = pt.scalar(\"c2\")\n", + "betas = pt.vector(\"betas\") # [beta_hist, beta_year]\n", + "\n", + "with pm.Model() as model2:\n", + " ls2 = pm.InverseGamma(\"ls\", alpha=3.0, beta=3.0, shape=4)\n", + " W_m = pm.Normal(\n", + " \"W_mat\",\n", + " 0.0,\n", + " 1.0,\n", + " shape=(n_mat, 2),\n", + " initval=0.1 * np.random.default_rng(0).standard_normal((n_mat, 2)),\n", + " )\n", + " k_m = pm.HalfNormal(\"kappa_mat\", sigma=1.0, shape=n_mat)\n", + " W_z = pm.Normal(\n", + " \"W_zone\",\n", + " 0.0,\n", + " 1.0,\n", + " shape=(n_zone, 2),\n", + " initval=0.1 * np.random.default_rng(1).standard_normal((n_zone, 2)),\n", + " )\n", + " k_z = pm.HalfNormal(\"kappa_zone\", sigma=1.0, shape=n_zone)\n", + " kernel2 = (\n", + " pt.exp(log_v[0])\n", + " * pg.kernels.Matern52(input_dim=10, ls=ls2, active_dims=[0, 1, 2, 3])\n", + " * wm.NormalizedLowRankCategorical(\n", + " input_dim=10,\n", + " num_levels=n_mat,\n", + " W=W_m,\n", + " kappa=k_m,\n", + " freqs=freq_mat,\n", + " active_dims=[wm.MAT_COL],\n", + " )\n", + " * wm.NormalizedLowRankCategorical(\n", + " input_dim=10,\n", + " num_levels=n_zone,\n", + " W=W_z,\n", + " kappa=k_z,\n", + " freqs=freq_zone,\n", + " active_dims=[wm.ZONE_COL],\n", + " )\n", + " )\n", + " Z_var2 = pt.matrix(\"Z\")\n", + " Z2, vp2, _ = wm.init_inducing(X, M=1024)\n", + " svgp2 = pg.gp.SVGP(\n", + " kernel=kernel2,\n", + " likelihood=pg.likelihoods.Poisson(),\n", + " mean=wm.LinearMainEffects(c2, wm.EXPO_COL, betas, [wm.HIST_COL, wm.YEAR_COL]),\n", + " inducing_variable=pg.inducing.Points(Z_var2, Z_init=Z2),\n", + " variational_params=vp2,\n", + " )\n", + "\n", + "log_rate0 = np.log(y.sum() / np.exp(X[:, wm.EXPO_COL]).sum())\n", + "\n", + "\n", + "def objective2(gp, Xb, yb):\n", + " elbo = pg.objectives.elbo(gp, Xb, yb, n_data=len(y)).elbo\n", + " lp = wm.r2d2_log_prior(log_v, 3, sigma2, a=1.0, b=99.0) # R2 ~ Beta(1, 99)\n", + " lp = lp - 0.5 * (c2 - log_rate0) ** 2\n", + " lp = lp - 0.5 * betas[0] ** 2 / pt.exp(log_v[1]) - 0.5 * log_v[1] # beta_hist | v_hist\n", + " lp = lp - 0.5 * betas[1] ** 2 / pt.exp(log_v[2]) - 0.5 * log_v[2] # beta_year | v_year\n", + " return elbo + lp\n", + "\n", + "\n", + "W0 = sigma2 * 0.01 / 0.99 # start the budget at the prior mean, split equally\n", + "step2, shared2, extras2 = pg.optim.compile_training_step(\n", + " objective2,\n", + " svgp2,\n", + " Xv,\n", + " yv,\n", + " model=model2,\n", + " extra_vars=[*vp2.extra_vars, Z_var2, log_v, c2, betas],\n", + " extra_init=[\n", + " *vp2.extra_init,\n", + " Z2,\n", + " np.log(np.full(3, W0 / 3)),\n", + " np.asarray(log_rate0),\n", + " np.zeros(2),\n", + " ],\n", + " learning_rate=1e-2,\n", + ")\n", + "\n", + "rng = np.random.default_rng(0)\n", + "for i in range(700):\n", + " sel = rng.choice(len(y), 1024, replace=False)\n", + " loss = step2(X[sel], y[sel])\n", + " if i % 100 == 0 or i == 699:\n", + " print(f\"step {i:4d} loss {loss:,.0f}\")\n", + "\n", + "v_hat = np.exp(extras2[-3].get_value())\n", + "print(f\"allocation (GP, history, year): {np.round(v_hat / v_hat.sum(), 2)}\")\n", + "print(\n", + " f\"R2 = {v_hat.sum() / (v_hat.sum() + sigma2):.4f}; betas (hist, year) = {np.round(extras2[-1].get_value(), 2)}\"\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "b18a9e8b", + "metadata": { + "execution": { + "iopub.execute_input": "2026-07-16T07:56:43.220199Z", + "iopub.status.busy": "2026-07-16T07:56:43.219766Z", + "iopub.status.idle": "2026-07-16T07:56:46.220679Z", + "shell.execute_reply": "2026-07-16T07:56:46.219728Z" + }, + "tags": [ + "remove-input" + ] + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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ELPDROC-AUCAUC-PRcaptured @ $5M/yrcalibration z^2
Model 1-2308.10.9230.05545.00.99
HGB (tuned, plug-in)-2257.90.9270.06166.72.32
Poisson GLM (plug-in)-2360.40.9160.05559.01.40
Model 2 (+history, +year means; R2D2)-2270.00.9260.07061.51.34
\n", + "
" + ], + "text/plain": [ + " ELPD ROC-AUC AUC-PR \\\n", + "Model 1 -2308.1 0.923 0.055 \n", + "HGB (tuned, plug-in) -2257.9 0.927 0.061 \n", + "Poisson GLM (plug-in) -2360.4 0.916 0.055 \n", + "Model 2 (+history, +year means; R2D2) -2270.0 0.926 0.070 \n", + "\n", + " captured @ $5M/yr calibration z^2 \n", + "Model 1 45.0 0.99 \n", + "HGB (tuned, plug-in) 66.7 2.32 \n", + "Poisson GLM (plug-in) 59.0 1.40 \n", + "Model 2 (+history, +year means; R2D2) 61.5 1.34 " + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "cv = run_model(\n", + " \"m2\",\n", + " lambda train, test, t: wm.fit_panel_gp_r2d2(train, test, M=1024, n_steps=700, eval_size=32768),\n", + ")\n", + "show_table(\"m2\")" + ] + }, + { + "cell_type": "markdown", + "id": "536514d8", + "metadata": {}, + "source": [ + "Model 2 improves on Model 1 in every planning year (pooled ELPD +38), and the fitted budget says why in one line. Across the seven folds the allocation lands at a stable 60/22/18 split over (GP, history, year) with $\\hat R^2 \\approx 0.007$, comfortably inside the prior — but the two slabs meet different fates. The history coefficient earns a consistent $\\beta_\\text{hist} \\approx 0.25$; the year coefficient comes out at essentially zero (between $-0.07$ and $+0.02$ across folds). The budget offered both components an equal allowance and the data spent only one: pipe-level break history is real signal, while a linear calendar drift adds almost nothing one year ahead. That is the R2D2 prior doing its job, shrinkage you can read.\n", + "\n", + "The scorecard moves accordingly. AUC-PR rises from 0.055 to 0.070, ahead of the tuned trees; captured breaks at \\$5M/yr go from 45 to 61.5; and the ELPD gap to the gradient-boosting bar shrinks from 50 points to 12, with Model 2 outright winning one planning year. What remains on the table: Model 2 still over-forecasts about 11 breaks per year (a single linear year slope has no way to track the level's slow drift), and its calibration loosened to $z^2 = 1.34$. Both point at structure the mean function cannot carry, which is Model 3's opening." + ] + }, + { + "cell_type": "markdown", + "id": "59ac5ac4", + "metadata": {}, + "source": [ + "## Model 3\n", + "\n", + "*Under construction: the best GP the R2D2M2 prior family supports, with the per-pipe frailty joining the budget. The decision-theory sections (risk map, replacement plan, budget audits) return once Model 3 is final.*" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "ptgp", + "language": "python", + "name": "ptgp" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.14.4" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/watermains.py b/notebooks/watermains.py new file mode 100644 index 0000000..209fecf --- /dev/null +++ b/notebooks/watermains.py @@ -0,0 +1,1842 @@ +"""Companion module for the water-mains decision-theory example notebooks. + +Holds the mechanical code (data fetching, feature coding, model builders, decision +rules, evaluation, plotting) so the notebooks stay short. Import as:: + + import watermains as wm + +Unit tests live at the bottom of this file; run them with +``python -m pytest notebooks/watermains.py``. The module is intentionally not part +of the ptgp package and is not collected by the main test suite. +""" + +from typing import NamedTuple + +import matplotlib as mpl +import matplotlib.pyplot as plt +import numpy as np +import pandas as pd +import pymc as pm +import pytensor +import pytensor.tensor as pt + +from matplotlib.collections import LineCollection +from scipy.special import gammaln + +import ptgp as pg + +# --------------------------------------------------------------------------- +# Constants +# --------------------------------------------------------------------------- + +# City of Kitchener open data (ArcGIS feature services) +BREAKS_URL = "https://services1.arcgis.com/qAo1OsXi67t7XgmS/arcgis/rest/services/Water_Main_Breaks/FeatureServer/0" +MAINS_URL = ( + "https://services1.arcgis.com/qAo1OsXi67t7XgmS/arcgis/rest/services/Water_Mains/FeatureServer/0" +) + +AS_OF = 2026.0 # data runs to mid-2026 +# Break records nominally begin in 1985, but coverage is effectively complete only +# from 1997 (8 records total in 1985-94 and one each in 1995 and 1996, vs 99-125 +# per year from 1997 on). +RECORD_START = 1997.0 + +# Consolidate near-duplicate / negligible categories (justified in the notebook tables). +MAT_MAP = {"HDPE IN CI": "HDPE", "COP": "OTHER", "ST": "OTHER", "XXX": "OTHER"} +PZ_MAP = {"RAW NO ZONE": "OTHER"} + +# Pipes belonging to neighbouring municipalities (Waterloo, Cambridge, Breslau/Woolwich, +# Mannheim/Wilmot): a different utility's system, no breaks, some mislabeled. +DROP_ZONES = ["WAT 4", "CAM 1", "CAM 2W", "BRESLAU", "BRESLAU NORTH", "BRESLAU SOUTH", "MANNHEIM"] + +# Panel design-matrix layout: one row per pipe per year. Columns 0-3 continuous +# (standardized age-at-year, log_size, lon, lat), 4 standardized calendar year, +# 5 material code, 6 zone code, 7 log exposure, 8 history feature, 9 pipe index. +# Kernels only ever touch 0-6; the mean function reads 7 (and 8 when the history +# term is on); the frailty reads 9. +CONT_DIMS = [0, 1, 2, 3] +YEAR_COL = 4 +MAT_COL = 5 +ZONE_COL = 6 +EXPO_COL = 7 +HIST_COL = 8 +ID_COL = 9 +PANEL_START = 1997.0 # first target year of the pipe-year panel (full effective record) + +# Decision-theory prices +H_YEARS = 30.0 # planning horizon (years) +C_BREAK = 25000.0 # cost per break ($) +C_SURGE = 40000.0 # surge premium per break above the provisioned budget ($) +C_IDLE = 8000.0 # idle-capacity cost per provisioned-but-unused break ($) + +COLORS = {"CI": "tab:red", "DI": "tab:orange", "PVC": "tab:green"} +MAP_ASPECT = 1.0 / np.cos(np.deg2rad(43.45)) # unit aspect at Kitchener's latitude + + +# --------------------------------------------------------------------------- +# Data +# --------------------------------------------------------------------------- + + +def fetch_features(url, out_sr=4326, where="1=1", page=2000): + """Page through an ArcGIS FeatureServer layer and return its GeoJSON features. + + Parameters + ---------- + url : str + Base layer URL (without the trailing ``/query``). + out_sr : int + Output spatial reference (default WGS84). + where : str + ArcGIS where clause (default: all rows). + page : int + Rows per request. + """ + import requests + + feats, offset = [], 0 + while True: + params = dict( + where=where, + outFields="*", + f="geojson", + outSR=out_sr, + resultOffset=offset, + resultRecordCount=page, + ) + r = requests.get(url + "/query", params=params, timeout=120) + r.raise_for_status() + batch = r.json().get("features", []) + feats.extend(batch) + if len(batch) < page: + break + offset += page + return feats + + +def features_to_df(feats): + """Split GeoJSON features into a properties DataFrame and a list of geometries.""" + df = pd.DataFrame([f["properties"] for f in feats]) + geoms = [f.get("geometry") for f in feats] + return df, geoms + + +def centroid(geom): + """Mean of a LineString or MultiLineString's coordinates as ``(lon, lat)``.""" + if not geom: + return (np.nan, np.nan) + if geom["type"] == "LineString": + cs = geom["coordinates"] + else: # MultiLineString + cs = [p for part in geom["coordinates"] for p in part] + arr = np.asarray(cs, float) + return arr[:, 0].mean(), arr[:, 1].mean() + + +def load_kitchener_data(cache_path=None): + """Fetch the Kitchener breaks and mains layers, ready for modeling. + + Returns ``(breaks, mains, mains_geoms)``. Breaks carry point ``lon``/``lat`` and a + parsed ``INCIDENT_DATE``; mains carry ``install_year`` and centroid ``lon``/``lat``. + + Parameters + ---------- + cache_path : str or pathlib.Path, optional + If given, load the result from this pickle when it exists and write it + after fetching otherwise, so reruns skip the network. + """ + import pickle + + from pathlib import Path + + if cache_path is not None and Path(cache_path).exists(): + with open(cache_path, "rb") as f: + return pickle.load(f) + + bf = fetch_features(BREAKS_URL) + mf = fetch_features(MAINS_URL) + + breaks, breaks_geoms = features_to_df(bf) + breaks["lon"] = [g["coordinates"][0] if g else np.nan for g in breaks_geoms] + breaks["lat"] = [g["coordinates"][1] if g else np.nan for g in breaks_geoms] + breaks["INCIDENT_DATE"] = pd.to_datetime(breaks["INCIDENT_DATE"], unit="ms", errors="coerce") + + mains, mains_geoms = features_to_df(mf) + mains["install_year"] = pd.to_datetime( + mains["INSTALLATION_DATE"], unit="ms", errors="coerce" + ).dt.year + cent = np.array([centroid(g) for g in mains_geoms]) + mains["lon"], mains["lat"] = cent[:, 0], cent[:, 1] + + out = (breaks, mains, mains_geoms) + if cache_path is not None: + with open(cache_path, "wb") as f: + pickle.dump(out, f) + return out + + +def attach_break_year(breaks): + """Return a copy of the breaks frame with an integer ``break_year`` column. + + Expects ``INCIDENT_DATE`` already parsed to datetimes (as from + ``load_kitchener_data``). + """ + out = breaks.copy() + out["break_year"] = out["INCIDENT_DATE"].dt.year + return out + + +def exposure(length_km, install_year, as_of=AS_OF, start=RECORD_START): + """Pipe-km-years at risk: length times years observed within the record window. + + Years before ``start`` do not count because no breaks were recorded then, so + ``install_year`` is clamped up to ``start``. + """ + return length_km * (as_of - np.maximum(install_year, start)) + + +def build_modeling_frame(mains, breaks, drop_zones=DROP_ZONES, as_of=AS_OF, start=RECORD_START): + """Build the modeling frame of active mains with break counts and exposure. + + Filters to MAIN breaks (dropping the two extreme-longitude spatial outliers), + links them to mains by asset id, keeps active mains with plausible install years + and sizes, and drops fringe-municipality pressure zones. + + Returns + ------- + m : pandas.DataFrame + Modeling frame with ``age``, ``length_km``, ``exposure``, ``n_breaks``. + mb : pandas.DataFrame + The filtered MAIN-break records (for maps and prior-break features). + pz_source : pandas.Series + Pressure-zone labels before the fringe zones were dropped (for tables). + """ + mb = breaks[breaks["BREAK_TYPE"].eq("MAIN")] + mb = mb[mb["lon"].between(mb["lon"].min(), mb["lon"].max(), inclusive="neither")] + bc = mb.loc[mb["ASSETID"].isin(set(mains["WATMAINID"])), "ASSETID"].value_counts() + + mains = mains.copy() + mains["n_breaks"] = mains["WATMAINID"].map(bc).fillna(0).astype(int) + + m = mains[(mains["STATUS"] == "ACTIVE") & mains["install_year"].between(1850, as_of)].copy() + m["age"] = as_of - m["install_year"] + m["length_km"] = m["Shape__Length"] / 1000.0 + m["exposure"] = exposure(m["length_km"], m["install_year"], as_of=as_of, start=start) + m = m[(m["exposure"] > 0) & m["lat"].notna() & m["PIPE_SIZE"].between(25, 1200)] + + pz_source = m["PRESSURE_ZONE"].copy() + m = m[~m["PRESSURE_ZONE"].isin(drop_zones)] + return m, mb, pz_source + + +# --------------------------------------------------------------------------- +# Features +# --------------------------------------------------------------------------- + + +def consolidate_categories(series, mapping): + """Merge near-duplicate or negligible category labels via ``mapping``.""" + return series.replace(mapping) + + +def frequency_codes(series): + """Integer level codes, most common level first. + + Keeps LowRankCategorical ``W`` rows interpretable: row 0 is the most common level. + + Returns + ------- + codes : numpy.ndarray + Float array of integer codes. + levels : list + Level labels in code order. + """ + levels = series.value_counts().index.tolist() + codes = pd.Categorical(series, categories=levels).codes.astype(float) + return codes, levels + + +def standardize(df, mean=None, std=None): + """Standardize columns; pass a training ``mean``/``std`` for leak-free splits. + + Returns ``(Z, mean, std)`` where ``Z`` is the standardized frame. + """ + if mean is None: + mean, std = df.mean(), df.std() + return (df - mean) / std, mean, std + + +def static_frame(mains, drop_zones=DROP_ZONES): + """Static per-pipe frame with consolidated integer codes, shared by all folds. + + ``geom_idx`` keeps each pipe's row position in the original ``mains`` frame so + geometries stay addressable after filtering. + """ + base = mains[(mains["STATUS"] == "ACTIVE") & mains["install_year"].between(1850, AS_OF)] + base = base[base["PIPE_SIZE"].between(25, 1200) & base["lat"].notna()] + base = base[~base["PRESSURE_ZONE"].isin(drop_zones)].copy() + base["geom_idx"] = base.index + base = base.reset_index(drop=True) + base["length_km"] = base["Shape__Length"] / 1000.0 + base["mat_code"], base.attrs["mat_levels"] = frequency_codes( + consolidate_categories(base["MATERIAL"], MAT_MAP) + ) + base["zone_code"], base.attrs["zone_levels"] = frequency_codes( + consolidate_categories(base["PRESSURE_ZONE"], PZ_MAP) + ) + base["pipe_idx"] = np.arange(len(base), dtype=float) + return base + + +def break_table(base, breaks): + """Per-pipe, per-year counts of linked MAIN breaks (pipes x integer years).""" + mb = attach_break_year(breaks[breaks["BREAK_TYPE"].eq("MAIN")]) + bym = mb[mb["ASSETID"].isin(set(base["WATMAINID"]))] + return pd.crosstab(bym["ASSETID"], bym["break_year"].astype(int)) + + +def _year_counts(ct, ids, s): + """Break counts in year ``s`` for the given asset ids.""" + if s in ct.columns: + return ids.map(ct[s]).fillna(0).to_numpy(float) + return np.zeros(len(ids)) + + +def _hist_rate(ct, sub, s, hist_start=RECORD_START): + """Empirical prior break rate (per km-year) over ``[hist_start, s)`` per pipe. + + A rate rather than a count so the feature keeps its scale as the history + window grows with the row's year. Pipes with no exposure in the window get 0. + """ + cols = [c for c in ct.columns if hist_start <= c < s] + n = sub["WATMAINID"].map(ct[cols].sum(axis=1)).fillna(0).to_numpy(float) if cols else 0.0 + years = s - np.maximum(sub["install_year"].to_numpy(float), hist_start) + expo = sub["length_km"].to_numpy(float) * np.maximum(years, 0.0) + return np.where(expo > 0, n / np.where(expo > 0, expo, 1.0), 0.0) + + +def build_panel(mains, breaks, t, target_start=PANEL_START): + """Pipe-year panel for one walk-forward fold at planning year ``t``. + + One row per active pipe per year ``s`` in ``[target_start, t]``: target = that + pipe's breaks in year ``s``, exposure = one year of its length, covariates + measured at ``s``, and the history feature computed strictly before ``s``. + Returns ``(train, test)`` where train rows have ``year < t`` and the test slice + is the planning year itself. + """ + base = static_frame(mains) + ct = break_table(base, breaks) + frames = [] + for s in range(int(target_start), int(t) + 1): + sub = base[base["install_year"] <= s - 1] + frames.append( + pd.DataFrame( + { + "pipe_idx": sub["pipe_idx"].to_numpy(), + "year": float(s), + "age": s - sub["install_year"].to_numpy(float), + "log_size": np.log(sub["PIPE_SIZE"].to_numpy(float)), + "lon": sub["lon"].to_numpy(float), + "lat": sub["lat"].to_numpy(float), + "mat_code": sub["mat_code"].to_numpy(float), + "zone_code": sub["zone_code"].to_numpy(float), + "length_km": sub["length_km"].to_numpy(float), + "diam": sub["PIPE_SIZE"].to_numpy(float), + "y": _year_counts(ct, sub["WATMAINID"], s), + "hist": _hist_rate(ct, sub, s), + } + ) + ) + panel = pd.concat(frames, ignore_index=True) + return panel[panel["year"] < t], panel[panel["year"] == t] + + +def panel_design(df, stats=None): + """Design matrix for panel rows, in the canonical column layout. + + Pass the training ``stats`` when building a test matrix so continuous columns + and the history feature are standardized leak-free. Returns ``(X, stats)``. + """ + cont = df[["age", "log_size", "lon", "lat", "year"]] + hist = np.log1p(df["hist"].to_numpy(float)) + if stats is None: + stats = (cont.mean(), cont.std(), float(hist.mean()), max(float(hist.std()), 1e-9)) + cont_z = (cont - stats[0]) / stats[1] + X = np.column_stack( + [ + cont_z.to_numpy(), + df["mat_code"].to_numpy(float), + df["zone_code"].to_numpy(float), + np.log(df["length_km"].to_numpy(float)), # one year of exposure + (hist - stats[2]) / stats[3], + df["pipe_idx"].to_numpy(float), + ] + ).astype(np.float64) + return X, stats + + +# --------------------------------------------------------------------------- +# Mean functions and model builders +# --------------------------------------------------------------------------- + + +class ExposureOffset: + """Mean function returning ``c + log_exposure``, the latent baseline log-rate. + + The constant ``c`` is a free intercept, so exp(c) is the break rate per + pipe-km-year at the reference and the GP models deviations around it. The + log-exposure is read from column ``col`` of X so it travels with each minibatch; + zero that column to predict the offset-free log-rate. With the standard ptgp + Poisson likelihood this gives y ~ Poisson(exp(c + f + log_exposure)). + """ + + def __init__(self, c, col): + self.c, self.col = c, col + + def __call__(self, X): + return self.c + X[:, self.col] + + +class ExposureOffsetLinear: + """``ExposureOffset`` plus a linear term ``beta * X[:, feat_col]``. + + Used by Model 2 to add prior break count as a linear predictor in the mean + rather than a kernel dimension, assuming no interactions with the other + covariates. ``feat_col`` is zeroed together with ``col`` only if the feature + should be excluded at prediction time; normally only the exposure column is + zeroed and the linear term stays active. + """ + + def __init__(self, c, col, beta, feat_col): + self.c, self.col = c, col + self.beta, self.feat_col = beta, feat_col + + def __call__(self, X): + return self.c + self.beta * X[:, self.feat_col] + X[:, self.col] + + +class LinearMainEffects: + """Mean function ``c + coeffs . X[:, cols] + log-exposure offset``. + + The general form of ``ExposureOffsetLinear``: any number of design columns + enter linearly, each with its own coefficient. + """ + + def __init__(self, c, expo_col, coeffs, cols): + self.c, self.expo_col = c, expo_col + self.coeffs, self.cols = coeffs, list(cols) + + def __call__(self, X): + lin = pt.sum(self.coeffs * X[:, self.cols], axis=1) + return self.c + lin + X[:, self.expo_col] + + +def init_inducing(X, M=512, cont_dims=None, code_cols=(MAT_COL, ZONE_COL), subsample=30000, rng=0): + """Select inducing points by greedy variance reduction and round code columns. + + Uses a unit-lengthscale Matern proxy over the continuous dims, which carry the + function's smooth variation; the categorical correlations are learned later. + Selection runs on a random subsample when the panel is larger than + ``subsample`` rows. Selected rows are real data, so rounding restores exact + integer codes. + + Returns ``(Z0, vp, ip_diag)``: the inducing matrix, fresh variational + parameters, and the greedy-selection diagnostics. + """ + if cont_dims is None: + cont_dims = CONT_DIMS + if len(X) > subsample: + X = X[np.random.default_rng(rng).choice(len(X), subsample, replace=False)] + proxy = pg.kernels.Matern52(input_dim=X.shape[1], ls=1.0, active_dims=list(cont_dims)) + points, ip_diag = pg.inducing.greedy_variance_init(X, M, kernel=proxy, rng=rng) + Z0 = points.Z.copy() + for c in code_cols: + Z0[:, c] = np.round(Z0[:, c]) + vp = pg.gp.init_variational_params(len(Z0)) + return Z0, vp, ip_diag + + +def inducing_diagnostics(X, Z0, cont_dims=None, subsample=30000, rng=0): + """Per-point residual variance of the greedy inducing set (Nystrom diagonal). + + Evaluated with the same unit-lengthscale Matern proxy used for selection, on a + random subsample when ``X`` is large. Returns ``(d_final, idx)`` where ``idx`` + are the sampled row positions. + """ + if cont_dims is None: + cont_dims = CONT_DIMS + idx = np.arange(len(X)) + if len(X) > subsample: + idx = np.random.default_rng(rng).choice(len(X), subsample, replace=False) + proxy = pg.kernels.Matern52(input_dim=X.shape[1], ls=1.0, active_dims=list(cont_dims)) + health = pg.inducing.compute_inducing_diagnostics(proxy, X[idx], Z0) + return health.d_final, idx + + +def plot_inducing_diagnostics(ip_diag, d_final, age): + """Three views of inducing-set coverage: trace curve, fraction unexplained, residuals.""" + tc, tv = ip_diag.trace_curve, ip_diag.total_variance + iters = np.arange(len(tc)) + fig, axes = plt.subplots(1, 3, figsize=(14, 3.2)) + axes[0].plot(iters, tc) + axes[0].axhline(0, color="k", lw=0.5, ls="--") + axes[0].set( + title="Residual variance vs M", xlabel="inducing points added", ylabel="tr(Kff - Q)" + ) + axes[1].plot(iters, tc / tv) + axes[1].axhline(0.01, color="C1", lw=1, ls="--", label="1% threshold") + axes[1].set( + title="Fraction unexplained vs M", + xlabel="inducing points added", + ylabel="tr(Kff - Q) / tr(Kff)", + ) + axes[1].legend(fontsize=8) + axes[2].scatter(age, d_final, s=6, alpha=0.5) + axes[2].set( + title="Per-point residual variance", + xlabel="pipe age (years)", + ylabel="conditional variance", + ) + plt.tight_layout() + plt.show() + print( + f"M = {len(tc)}: {100 * (1 - tc[-1] / tv):.1f}% of prior variance explained; " + f"worst-covered point d = {d_final.max():.3f}" + ) + + +class NormalizedLowRankCategorical(pg.kernels.LowRankCategorical): + """Low-rank categorical kernel with its overall scale pinned to 1. + + Dividing ``B = W W^T + diag(kappa)`` by its frequency-weighted mean diagonal + removes the scale degeneracy between the categorical factors and the shared + amplitude ``eta`` in a product kernel: relative per-level variances are + preserved while ``eta**2`` becomes the identified mean per-point prior + variance of the GP. + """ + + def __init__(self, input_dim, num_levels, W, kappa, freqs, active_dims=None): + super().__init__(input_dim, num_levels, W, kappa, active_dims=active_dims) + self.freqs = pt.as_tensor_variable(np.asarray(freqs, float)) + + def _scale(self): + Bdiag = pt.sum(pt.square(self.W), axis=-1) + self.kappa + return pt.sum(self.freqs * Bdiag) + + def _eval(self, X, Y): + return super()._eval(X, Y) / self._scale() + + def diag(self, X): + return super().diag(X) / self._scale() + + +def build_svgp_model( + X, + y, + n_mat, + n_zone, + Z0, + vp, + year=False, + hist_mean=False, + hist_kernel=False, + n_mat_latents=2, + n_zone_latents=2, + seed=0, +): + """Build the SVGP rate model on panel rows. + + The kernel is Matern52 ARD over the continuous dims (plus the calendar-year + dim when ``year=True``) times normalized low-rank-plus-diagonal categorical + kernels for material and pressure zone (scale pinned so ``eta**2`` is the + identified per-point prior variance); the mean carries the exposure offset, + plus a linear term on the history column when ``hist_mean=True``. + ``hist_kernel`` also gives the history feature an ARD dimension, letting it + interact with the other covariates. Model 1 is all-off; Model 2 turns year + and history (kernel and mean) on; Model 3 adds the frailty on top (built + inline in the notebook). + + Returns ``(model, svgp, Z_var)`` where ``Z_var`` is the trainable inducing-point + matrix variable to pass to ``train_svgp``. + """ + input_dim = X.shape[1] + cont_dims = [*CONT_DIMS, YEAR_COL] if year else list(CONT_DIMS) + if hist_kernel: + cont_dims = [*cont_dims, HIST_COL] + + # W = 0 is a stationary point of the ELBO (the gradient through W W^T vanishes + # there), so a prior-median start leaves W stuck at zero. Seed it with small + # random values to break the symmetry. + wrng = np.random.default_rng(seed) + W_mat_init = 0.1 * wrng.standard_normal((n_mat, n_mat_latents)) + W_zone_init = 0.1 * wrng.standard_normal((n_zone, n_zone_latents)) + + freq_mat = np.bincount(X[:, MAT_COL].astype(int), minlength=n_mat) / len(X) + freq_zone = np.bincount(X[:, ZONE_COL].astype(int), minlength=n_zone) / len(X) + + # Centre the intercept prior on the overall empirical rate so the GP models + # deviations around the right baseline. + log_rate0 = float(np.log(y.sum() / np.exp(X[:, EXPO_COL]).sum())) + + with pm.Model() as model: + c = pm.Normal("c", mu=log_rate0, sigma=1.0) + ls = pm.InverseGamma("ls", alpha=3.0, beta=3.0, shape=len(cont_dims)) + eta = pm.HalfNormal("eta", sigma=1.5) + k_cont = eta**2 * pg.kernels.Matern52(input_dim=input_dim, ls=ls, active_dims=cont_dims) + + W_mat = pm.Normal("W_mat", 0.0, 1.0, shape=(n_mat, n_mat_latents), initval=W_mat_init) + kappa_mat = pm.HalfNormal("kappa_mat", sigma=1.0, shape=n_mat) + k_mat = NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_mat, + W=W_mat, + kappa=kappa_mat, + freqs=freq_mat, + active_dims=[MAT_COL], + ) + + W_zone = pm.Normal("W_zone", 0.0, 1.0, shape=(n_zone, n_zone_latents), initval=W_zone_init) + kappa_zone = pm.HalfNormal("kappa_zone", sigma=1.0, shape=n_zone) + k_zone = NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_zone, + W=W_zone, + kappa=kappa_zone, + freqs=freq_zone, + active_dims=[ZONE_COL], + ) + + if hist_mean: + beta = pm.Normal("beta", mu=0.0, sigma=1.0) + mean = ExposureOffsetLinear(c, EXPO_COL, beta, HIST_COL) + else: + mean = ExposureOffset(c, EXPO_COL) + + # Trainable inducing points: the continuous columns are optimized; the code + # columns stay fixed because the int cast in the categorical kernel has zero + # gradient (initialised from the greedy Z0). + Z_var = pt.matrix("Z") + svgp = pg.gp.SVGP( + kernel=k_cont * k_mat * k_zone, + likelihood=pg.likelihoods.Poisson(), + mean=mean, + inducing_variable=pg.inducing.Points(Z_var, Z_init=Z0), + variational_params=vp, + ) + return model, svgp, Z_var + + +class TrainResult(NamedTuple): + """Loss trace plus the compiled shared state needed for prediction.""" + + losses: list + shared: dict + extras: object + extra_vars: list + eval_curve: list | None = None + best_step: int | None = None + + +def train_svgp( + model, + svgp, + Z_var, + Z0, + vp, + X, + y, + batch_size=1024, + n_steps=300, + learning_rate=1e-2, + seed=0, + print_every=20, + eval_size=None, + eval_every=50, + keep_best=True, + objective=None, + extra_vars=None, + extra_init=None, +): + """Fit the SVGP by minibatch Adam on the ELBO; returns a ``TrainResult``. + + Pass ``batch_size=None`` for full-batch steps. The printed loss is + per-minibatch, so expect sampling noise. + + When ``eval_size`` is given, a fixed evaluation batch of that many rows is + drawn once and the (deterministic) objective is evaluated on it every + ``eval_every`` steps: the minibatch loss is too noisy to compare checkpoints + (its swings mostly reflect how many breaks land in a batch), while the fixed + batch gives an honest curve. With ``keep_best`` the parameters from the best + fixed-eval checkpoint are restored at the end. + + ``objective`` overrides the plain ELBO (e.g. to add the R2D2 budget prior); + ``extra_vars``/``extra_init`` override the point-estimated variable list when + the objective introduces its own (both default to the variational parameters + plus the inducing points). + """ + Xv, yv = pt.matrix("X"), pt.vector("y") + if objective is None: + + def objective(gp, Xb, yb): + return pg.objectives.elbo(gp, Xb, yb, n_data=len(y)).elbo + + if extra_vars is None: + extra_vars = [*vp.extra_vars, Z_var] + extra_init = [*vp.extra_init, Z0] + step, shared, extras = pg.optim.compile_training_step( + objective, + svgp, + Xv, + yv, + model=model, + extra_vars=extra_vars, + extra_init=extra_init, + learning_rate=learning_rate, + ) + eval_fn, Xe, ye = None, None, None + if eval_size is not None: + from ptgp.optim.training import _replace_graph + + e_idx = np.random.default_rng(seed + 1).choice( + len(y), min(eval_size, len(y)), replace=False + ) + Xe, ye = X[e_idx], y[e_idx] + loss_sym = -objective(svgp, Xv, yv) + [loss_rep] = _replace_graph([loss_sym], model, shared, extra_vars, extras) + eval_fn = pytensor.function([Xv, yv], loss_rep) + + rng = np.random.default_rng(seed) + losses, eval_curve = [], [] + params = [*shared.values(), *extras] + best_val, best_step, best_state = np.inf, None, None + for i in range(n_steps): + if batch_size is None or batch_size >= len(y): + xb, yb = X, y + else: + idx = rng.choice(len(y), batch_size, replace=False) + xb, yb = X[idx], y[idx] + losses.append(float(step(xb, yb))) + if eval_fn is not None and (i % eval_every == 0 or i == n_steps - 1): + ev = float(eval_fn(Xe, ye)) + eval_curve.append((i, ev)) + if keep_best and ev < best_val: + best_val, best_step = ev, i + best_state = [p.get_value() for p in params] + if print_every and (i % print_every == 0 or i == n_steps - 1): + print(f"step {i:4d} loss {losses[-1]:,.1f}") + if eval_fn is not None and keep_best and best_state is not None: + for p, v in zip(params, best_state): + p.set_value(v) + return TrainResult( + losses=losses, + shared=shared, + extras=extras, + extra_vars=extra_vars, + eval_curve=eval_curve or None, + best_step=best_step, + ) + + +# --------------------------------------------------------------------------- +# Prediction +# --------------------------------------------------------------------------- + + +def latent_to_rate(fmean, fvar): + """Posterior-mean rate ``E[exp(f)] = exp(fm + fv/2)`` from latent moments.""" + return np.exp(fmean + 0.5 * fvar) + + +def compile_rate_fn(svgp, model, result, expo_col=EXPO_COL): + """Compile the latent predictor and wrap it as ``rate_at(Xq) -> (rate, fm, fv)``. + + ``rate_at`` zeroes the exposure column, so it returns the offset-free break rate + per pipe-km-year rather than an expected count. + """ + X_new = pt.matrix("X_new") + predict_latent = pg.optim.compile_predict( + svgp, + X_new, + model, + result.shared, + extra_vars=result.extra_vars, + shared_extras=result.extras, + incl_lik=False, + ) + + def rate_at(Xq): + Xq = np.asarray(Xq, float).copy() + Xq[:, expo_col] = 0.0 + fm, fv = predict_latent(Xq) + return latent_to_rate(fm, fv), fm, fv + + return rate_at + + +def compile_lik_predict(likelihood): + """Compile ``likelihood.predict_mean_and_var`` into ``(mu, var) -> (mean, var)``. + + ptgp evaluates this by Gauss-Hermite quadrature over the latent, so it holds for + any likelihood. Passing ``var = 0`` collapses it to the plug-in prediction that + ignores latent uncertainty. + """ + mu, va = pt.vector("mu"), pt.vector("va") + emean, evar = likelihood.predict_mean_and_var(mu, va) + return pytensor.function([mu, va], [emean, evar]) + + +# --------------------------------------------------------------------------- +# Decisions +# --------------------------------------------------------------------------- + + +def replacement_cost(diam_mm, length_km, base=150.0, per_mm=0.7): + """Replacement cost in dollars: ``(base + per_mm * diameter) $/m`` times length.""" + return (base + per_mm * np.asarray(diam_mm, float)) * np.asarray(length_km, float) * 1000.0 + + +def replace_decision(expected_breaks, replace_cost, c_break=C_BREAK): + """Replace iff the expected cost of deferring exceeds the replacement cost. + + This is the argmin over the two actions of the expected loss (R&W eq. 2.33): + ``loss(defer) = c_break * E[breaks over the horizon]`` vs ``loss(replace)``. + """ + return c_break * np.asarray(expected_breaks) > np.asarray(replace_cost) + + +def network_total_predictive(lik_predict, fmean, fvar, length_km, n_draws=4000, seed=7): + """Gaussian predictive draws of the annual total network break count. + + Each main's annual count has a predictive mean and variance from the likelihood + (integrating latent uncertainty and observation noise); the network total is + their sum, approximately Gaussian by the CLT across many near-independent mains. + + Returns ``(totals, mu_tot, sd_tot)``. + """ + lat_1 = fmean + np.log(length_km) # one year of exposure per main + EN_i, VN_i = lik_predict(lat_1, fvar) + mu_tot, sd_tot = float(EN_i.sum()), float(np.sqrt(VN_i.sum())) + rng = np.random.default_rng(seed) + return rng.normal(mu_tot, sd_tot, size=n_draws), mu_tot, sd_tot + + +class NewsvendorResult(NamedTuple): + """Optimal budget, the search grid, expected costs, and the critical fractile.""" + + b_star: int + b_grid: np.ndarray + expected_cost: np.ndarray + q: float + + +def newsvendor_budget(totals, c_surge=C_SURGE, c_idle=C_IDLE): + """Minimize the asymmetric provisioning loss over the budget by direct search. + + The analytic optimum is the critical fractile ``q = c_surge / (c_surge + c_idle)`` + of the predictive distribution; the returned ``q`` allows that check. + """ + totals = np.asarray(totals, float) + b_grid = np.arange(int(totals.min()), int(totals.max()) + 1) + expected_cost = np.array( + [ + (c_surge * np.maximum(totals - b, 0.0) + c_idle * np.maximum(b - totals, 0.0)).mean() + for b in b_grid + ] + ) + b_star = int(b_grid[np.argmin(expected_cost)]) + q = c_surge / (c_surge + c_idle) + return NewsvendorResult(b_star=b_star, b_grid=b_grid, expected_cost=expected_cost, q=q) + + +# --------------------------------------------------------------------------- +# Evaluation +# --------------------------------------------------------------------------- + + +def roc_auc(y, score): + """Rank-based ROC AUC (probability a positive outranks a negative).""" + o = np.argsort(score) + r = np.empty(len(score)) + r[o] = np.arange(1, len(score) + 1) + p = y.sum() + n = len(y) - p + return (r[y == 1].sum() - p * (p + 1) / 2) / (p * n) + + +def pr_curve(y, score): + """Precision-recall curve; returns ``(precision, recall, ap, best_f1)``.""" + o = np.argsort(-score) + yy = y[o] + tp = np.cumsum(yy) + fp = np.cumsum(1 - yy) + prec = tp / (tp + fp) + rec = tp / y.sum() + ap = float(np.sum(prec * np.diff(np.concatenate([[0], rec])))) + f1 = 2 * prec * rec / (prec + rec + 1e-12) + return prec, rec, ap, float(f1.max()) + + +def evalm(y, prob): + """Ranking metrics for a binary target: ``{"F1", "AP", "ROC_AUC"}``.""" + _, _, ap, best_f1 = pr_curve(y, prob) + return {"F1": best_f1, "AP": ap, "ROC_AUC": float(roc_auc(y, prob))} + + +def precision_at_k(y, score, k): + """Fraction of positives among the top ``k`` ranked by ``score``.""" + return float(y[np.argsort(-score)[:k]].mean()) + + +def rate_to_prob(rate, expo): + """Probability of at least one break: ``1 - exp(-rate * exposure)``.""" + return 1.0 - np.exp(-rate * expo) + + +def latent_draws(fmean, fvar, n_draws=1000, seed=0): + """Sample latent log-rate draws ``fm + sqrt(fv) * z`` with shape ``(S, N)``.""" + rng = np.random.default_rng(seed) + z = rng.standard_normal((n_draws, len(fmean))) + return fmean[None, :] + np.sqrt(fvar)[None, :] * z + + +def elpd_poisson(counts, log_rate_draws, expo): + """Expected log predictive density under a Poisson with exposure offset. + + ``log_rate_draws`` has shape ``(S, N)`` of offset-free log rates; the per-point + predictive density is the draw average, so VI models (moment draws), MCMC models + (posterior draws), and a single point estimate (S = 1, plug-in) all score on the + same scale. + """ + from scipy.special import gammaln, logsumexp + + counts = np.asarray(counts, float) + log_lam = np.atleast_2d(log_rate_draws) + np.log(expo)[None, :] + ll = counts[None, :] * log_lam - np.exp(log_lam) - gammaln(counts + 1)[None, :] + return float(np.sum(logsumexp(ll, axis=0) - np.log(ll.shape[0]))) + + +def elpd_row_poisson(counts, log_rate_draws, expo): + """Per-row log predictive density under a Poisson with exposure offset. + + Same mixture-over-draws construction as ``elpd_poisson`` but returning the + per-row vector, for paired model comparisons. + """ + from scipy.special import gammaln, logsumexp + + counts = np.asarray(counts, float) + log_lam = np.atleast_2d(log_rate_draws) + np.log(expo)[None, :] + ll = counts[None, :] * log_lam - np.exp(log_lam) - gammaln(counts + 1)[None, :] + return logsumexp(ll, axis=0) - np.log(ll.shape[0]) + + +def elpd_diff_se(row_elpd_a, row_elpd_b): + """Paired ELPD difference (A minus B) with its standard error. + + Both inputs are per-row log predictive densities on IDENTICAL rows (from + ``elpd_row_poisson``). Pairing removes shared row difficulty, so the SE + reflects only where the models disagree; ``sqrt(n) * sd(diffs)`` is the + Vehtari-style uncertainty for the summed difference. Rough guide: |diff| + above two SEs is a real difference, inside it is noise. + """ + d = np.asarray(row_elpd_a) - np.asarray(row_elpd_b) + return float(d.sum()), float(np.sqrt(len(d)) * d.std()) + + +def fit_gp_prob(Xtr, counts_tr, expo_tr, Xte, expo_te, steps=300, seed=0, max_inducing=128): + """Small SVGP rate model returning P(at least one break) on the test rows. + + Follows the primary notebook's exposure convention: log exposure is appended as + the last X column and enters through ``ExposureOffset``; prediction zeroes it and + converts the rate via ``rate_to_prob``. The kernel is a plain Matern52 ARD over + the given features. + """ + Xtr = np.asarray(Xtr, float) + nf = Xtr.shape[1] + ntr = len(Xtr) + Xtr_full = np.column_stack([Xtr, np.log(np.asarray(expo_tr, float))]) + Xte_full = np.column_stack([np.asarray(Xte, float), np.zeros(len(Xte))]) + + m_loc = int(min(max_inducing, ntr // 4)) + rng = np.random.default_rng(seed) + Z = Xtr_full[rng.choice(ntr, m_loc, replace=False)].copy() + vp = pg.gp.init_variational_params(m_loc) + log_rate0 = float(np.log(np.sum(counts_tr) / np.sum(expo_tr))) + + with pm.Model() as mdl: + c = pm.Normal("c", mu=log_rate0, sigma=1.0) + ls = pm.InverseGamma("ls", alpha=3.0, beta=3.0, shape=nf) + eta = pm.HalfNormal("eta", sigma=1.0) + gp = pg.gp.SVGP( + kernel=eta**2 + * pg.kernels.Matern52(input_dim=nf + 1, ls=ls, active_dims=list(range(nf))), + likelihood=pg.likelihoods.Poisson(), + mean=ExposureOffset(c, nf), + inducing_variable=pg.inducing.Points(pt.as_tensor_variable(Z)), + variational_params=vp, + ) + Xv, yv = pt.matrix("Xtr"), pt.vector("ytr") + step, sp, se = pg.optim.compile_training_step( + lambda g, X, y: pg.objectives.elbo(g, X, y, n_data=ntr).elbo, + gp, + Xv, + yv, + model=mdl, + extra_vars=vp.extra_vars, + extra_init=vp.extra_init, + learning_rate=1e-2, + ) + for _ in range(steps): + step(Xtr_full, np.asarray(counts_tr, float)) + Xnv = pt.matrix("Xte") + pred = pg.optim.compile_predict( + gp, Xnv, mdl, sp, extra_vars=vp.extra_vars, shared_extras=se, incl_lik=False + ) + fm, fv = pred(Xte_full) + return rate_to_prob(latent_to_rate(fm, fv), np.asarray(expo_te, float)) + + +def curve(score, replace_cost, n_post): + """Spend-vs-captured curve: replace in score order, accumulate cost and breaks. + + Returns ``(cumulative_spend_in_$M, cumulative_holdout_breaks_captured)``. + """ + order = np.argsort(-score) + return np.cumsum(replace_cost[order]) / 1e6, np.cumsum(n_post[order]) + + +def dollar_backtest(policies, replace_cost, n_post, budget=5.0): + """Evaluate ranking policies by holdout breaks captured per capital dollar. + + Parameters + ---------- + policies : dict + ``{name: score}`` where higher score means replace sooner. + replace_cost : numpy.ndarray + Per-main replacement cost in dollars. + n_post : numpy.ndarray + Holdout break counts per main. + budget : float + Capital budget in $M at which to interpolate breaks captured. + + Returns + ------- + dict + ``{name: (spend_curve, captured_curve, captured_at_budget)}``. + """ + out = {} + for name, score in policies.items(): + cap, capt = curve(np.asarray(score, float), replace_cost, n_post) + out[name] = (cap, capt, float(np.interp(budget, cap, capt))) + return out + + +def fit_hgb_rate(Xtr, counts_tr, expo_tr, Xte, categorical_features=None, params=None): + """Poisson gradient-boosting benchmark; returns predicted rates on ``Xte``. + + Fits sklearn's ``HistGradientBoostingRegressor(loss="poisson")`` on the observed + rate ``counts / exposure`` with ``sample_weight=exposure``, which is equivalent + to a log-exposure offset for the Poisson deviance. Multiply the returned rate by + a holdout exposure to get expected counts. Categorical columns can be passed + natively via ``categorical_features``. + """ + from sklearn.ensemble import HistGradientBoostingRegressor + + kwargs = dict(loss="poisson", random_state=0) + if params: + kwargs.update(params) + est = HistGradientBoostingRegressor(categorical_features=categorical_features, **kwargs) + expo_tr = np.asarray(expo_tr, float) + est.fit(Xtr, np.asarray(counts_tr, float) / expo_tr, sample_weight=expo_tr) + return est.predict(Xte) + + +def fit_panel_gp( + train, + test, + year=False, + hist_mean=False, + hist_kernel=False, + M=512, + n_steps=500, + batch_size=1024, + seed=0, + eval_size=None, + eval_every=50, +): + """Fit an SVGP on one fold's panel rows; offset-free ``(fmean, fvar)`` on the test slice. + + ``year=False, hist_mean=False`` is Model 1; year, history mean, and history + kernel all on is Model 2. Model 3 (the frailty) extends this inline in the + notebook using the same builders. + """ + Xtr, stats = panel_design(train) + Xte, _ = panel_design(test, stats) + ytr = train["y"].to_numpy(float) + n_mat = int(Xtr[:, MAT_COL].max()) + 1 + n_zone = int(Xtr[:, ZONE_COL].max()) + 1 + cont_dims = [*CONT_DIMS, YEAR_COL] if year else list(CONT_DIMS) + if hist_kernel: + cont_dims = [*cont_dims, HIST_COL] + Z0, vp, _ = init_inducing(Xtr, M=M, cont_dims=cont_dims, rng=seed) + model, svgp, Z_var = build_svgp_model( + Xtr, + ytr, + n_mat, + n_zone, + Z0, + vp, + year=year, + hist_mean=hist_mean, + hist_kernel=hist_kernel, + seed=seed, + ) + res = train_svgp( + model, + svgp, + Z_var, + Z0, + vp, + Xtr, + ytr, + batch_size=batch_size, + n_steps=n_steps, + seed=seed, + print_every=None, + eval_size=eval_size, + eval_every=eval_every, + ) + rate_fn = compile_rate_fn(svgp, model, res) + _, fm, fv = rate_fn(Xte) + return fm, fv + + +def r2d2_log_prior(log_v, n_comp, sigma2, a=1.0, b=99.0): + """Log density of the R2D2 budget prior in log-variance coordinates. + + ``R2 = W / (W + sigma2) ~ Beta(a, b)`` on the total budget ``W = sum(exp(log_v))``, + with a uniform Dirichlet split over the components and the Jacobian into + per-component log variances, the coordinates that keep MAP well conditioned + (the natural (R2, stick-breaking) coordinates leave the allocation stuck). + """ + v = pt.exp(log_v) + W = pt.sum(v) + r2 = W / (W + sigma2) + return ( + (a - 1.0) * pt.log(r2) + + (b - 1.0) * pt.log1p(-r2) + + np.log(sigma2) + - 2.0 * pt.log(W + sigma2) + + gammaln(float(n_comp)) + - (n_comp - 1) * pt.log(W) + + pt.sum(log_v) + ) + + +def fit_panel_gp_r2d2( + train, + test, + M=1024, + n_steps=700, + batch_size=1024, + seed=0, + eval_size=None, + eval_every=50, + r2_prior=(1.0, 99.0), +): + """Model 2 on one fold: M1's kernel plus linear history and year mean terms + under a shared R2D2 variance budget, MAP-estimated in log-variance coordinates. + + The budget splits over three components {GP amplitude, history slab, year + slab}; ``R2 = W / (W + sigma2) ~ Beta(*r2_prior)`` with ``sigma2 = 1/mean(y)`` + the Poisson pseudo-variance. Initialized at the prior-mean budget, split + equally. Returns a dict with the test-slice ``(fm, fv)``, fitted component + variances and allocation, R2, and the two coefficients. + """ + Xtr, stats = panel_design(train) + Xte, _ = panel_design(test, stats) + ytr = train["y"].to_numpy(float) + N = len(ytr) + n_mat = int(Xtr[:, MAT_COL].max()) + 1 + n_zone = int(Xtr[:, ZONE_COL].max()) + 1 + input_dim = Xtr.shape[1] + sigma2 = 1.0 / max(ytr.mean(), 1e-6) + log_rate0 = float(np.log(ytr.sum() / np.exp(Xtr[:, EXPO_COL]).sum())) + freq_mat = np.bincount(Xtr[:, MAT_COL].astype(int), minlength=n_mat) / N + freq_zone = np.bincount(Xtr[:, ZONE_COL].astype(int), minlength=n_zone) / N + Z0, vp, _ = init_inducing(Xtr, M=M, rng=seed) + wrng = np.random.default_rng(seed) + + log_v = pt.vector("log_v") # {log eta^2, log v_hist, log v_year} + c = pt.scalar("c") + betas = pt.vector("betas") # [beta_hist, beta_year] + with pm.Model() as model: + ls = pm.InverseGamma("ls", alpha=3.0, beta=3.0, shape=4) + W_mat = pm.Normal( + "W_mat", 0.0, 1.0, shape=(n_mat, 2), initval=0.1 * wrng.standard_normal((n_mat, 2)) + ) + kappa_mat = pm.HalfNormal("kappa_mat", sigma=1.0, shape=n_mat) + W_zone = pm.Normal( + "W_zone", 0.0, 1.0, shape=(n_zone, 2), initval=0.1 * wrng.standard_normal((n_zone, 2)) + ) + kappa_zone = pm.HalfNormal("kappa_zone", sigma=1.0, shape=n_zone) + kernel = ( + pt.exp(log_v[0]) + * pg.kernels.Matern52(input_dim=input_dim, ls=ls, active_dims=list(CONT_DIMS)) + * NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_mat, + W=W_mat, + kappa=kappa_mat, + freqs=freq_mat, + active_dims=[MAT_COL], + ) + * NormalizedLowRankCategorical( + input_dim=input_dim, + num_levels=n_zone, + W=W_zone, + kappa=kappa_zone, + freqs=freq_zone, + active_dims=[ZONE_COL], + ) + ) + Z_var = pt.matrix("Z") + svgp = pg.gp.SVGP( + kernel=kernel, + likelihood=pg.likelihoods.Poisson(), + mean=LinearMainEffects(c, EXPO_COL, betas, [HIST_COL, YEAR_COL]), + inducing_variable=pg.inducing.Points(Z_var, Z_init=Z0), + variational_params=vp, + ) + + a, b = r2_prior + + def objective(gp, Xb, yb): + base = pg.objectives.elbo(gp, Xb, yb, n_data=N).elbo + lp = r2d2_log_prior(log_v, 3, sigma2, a, b) + lp = lp - 0.5 * (c - log_rate0) ** 2 + lp = lp - 0.5 * betas[0] ** 2 / pt.exp(log_v[1]) - 0.5 * log_v[1] + lp = lp - 0.5 * betas[1] ** 2 / pt.exp(log_v[2]) - 0.5 * log_v[2] + return base + lp + + r2_mean = a / (a + b) + W0 = sigma2 * r2_mean / (1.0 - r2_mean) + res = train_svgp( + model, + svgp, + Z_var, + Z0, + vp, + Xtr, + ytr, + batch_size=batch_size, + n_steps=n_steps, + seed=seed, + print_every=None, + eval_size=eval_size, + eval_every=eval_every, + objective=objective, + extra_vars=[*vp.extra_vars, Z_var, log_v, c, betas], + extra_init=[ + *vp.extra_init, + Z0, + np.log(np.full(3, W0 / 3)), + np.array(log_rate0), + np.zeros(2), + ], + ) + rate_fn = compile_rate_fn(svgp, model, res) + _, fm, fv = rate_fn(Xte) + v_hat = np.exp(res.extras[-3].get_value()) + return { + "fm": fm, + "fv": fv, + "v": v_hat.tolist(), + "phi": (v_hat / v_hat.sum()).tolist(), + "r2": float(v_hat.sum() / (v_hat.sum() + sigma2)), + "c": float(res.extras[-2].get_value()), + "betas": res.extras[-1].get_value().tolist(), + "best_step": res.best_step, + } + + +def hgb_random_grid(n=80, seed=7): + """Random-search configurations for the HGB benchmark hyperparameters.""" + rng = np.random.default_rng(seed) + return [ + { + "learning_rate": float(np.exp(rng.uniform(np.log(0.02), np.log(0.3)))), + "max_iter": int(rng.choice([100, 200, 400])), + "max_leaf_nodes": int(rng.choice([15, 31, 63, 127])), + "max_depth": [None, 4, 8][rng.integers(3)], + "min_samples_leaf": int(rng.choice([20, 50, 100, 200, 500, 1000])), + "l2_regularization": float(np.exp(rng.uniform(np.log(1e-2), np.log(10.0)))), + "max_bins": int(rng.choice([63, 128, 255])), + "max_features": float(rng.choice([0.6, 0.8, 1.0])), + } + for _ in range(n) + ] + + +HGB_COLS = ["age", "log_size", "lon", "lat", "year", "mat_code", "zone_code", "hist"] + + +def fit_hgb_panel(train, test, t, grid=None, cols=None): + """Tuned gradient-boosting benchmark on panel rows; test-slice rates. + + Untuned HGB explodes on the panel's spiky per-row rates (one break on a short + pipe is an enormous rate), so hyperparameters are selected by random search + scored on the last training year, then the winner is refit on all training + rows. Returns ``(rate, best_params)``. + """ + grid = grid or hgb_random_grid() + cols = cols or HGB_COLS + tr = train[train["year"] < t - 1] + val = train[train["year"] == t - 1] + cat = [cols.index("mat_code"), cols.index("zone_code")] + best, best_ll = None, -np.inf + for params in grid: + rate = fit_hgb_rate( + tr[cols].to_numpy(float), + tr["y"].to_numpy(float), + tr["length_km"].to_numpy(float), + val[cols].to_numpy(float), + categorical_features=cat, + params=params, + ) + ll = elpd_poisson( + val["y"].to_numpy(float), + np.log(np.clip(rate, 1e-9, None))[None, :], + val["length_km"].to_numpy(float), + ) + if ll > best_ll: + best, best_ll = params, ll + rate = fit_hgb_rate( + train[cols].to_numpy(float), + train["y"].to_numpy(float), + train["length_km"].to_numpy(float), + test[cols].to_numpy(float), + categorical_features=cat, + params=best, + ) + return rate, best + + +def fit_glm_panel(train, test): + """Poisson GLM reference (the classical two-line model); test-slice rates. + + Standardized continuous features plus one-hot material/zone, exposure via + ``sample_weight`` on the rate, light L2. + """ + from sklearn.linear_model import PoissonRegressor + from sklearn.preprocessing import OneHotEncoder, StandardScaler + + cont_cols = ["age", "log_size", "lon", "lat", "year", "hist"] + sc = StandardScaler().fit(train[cont_cols]) + oh = OneHotEncoder(sparse_output=False, handle_unknown="ignore").fit( + train[["mat_code", "zone_code"]] + ) + + def feats(df): + return np.column_stack( + [sc.transform(df[cont_cols]), oh.transform(df[["mat_code", "zone_code"]])] + ) + + glm = PoissonRegressor(alpha=1e-4, max_iter=500) + glm.fit( + feats(train), + train["y"].to_numpy(float) / train["length_km"].to_numpy(float), + sample_weight=train["length_km"].to_numpy(float), + ) + return glm.predict(feats(test)) + + +def poisson_moments(fmean, fvar, expo): + """Exact predictive mean/variance of a Poisson-lognormal count.""" + EN = expo * np.exp(fmean + 0.5 * fvar) + VN = EN + expo**2 * np.exp(2 * fmean + fvar) * (np.exp(fvar) - 1.0) + return EN, VN + + +# --------------------------------------------------------------------------- +# Overdispersion +# --------------------------------------------------------------------------- + + +def pearson_dispersion(y, mu): + """Pearson dispersion ``phi = mean((y - mu)^2 / mu)``; 1 under a true Poisson.""" + y, mu = np.asarray(y, float), np.asarray(mu, float) + return float(np.mean((y - mu) ** 2 / mu)) + + +def ppc_count_stats(y_rep, y_obs): + """Posterior-predictive check table for count data. + + Compares the observed variance/mean ratio, zero fraction, and maximum against + their distribution over replicated datasets ``y_rep`` (one replicate per row). + """ + + def _row(v): + v = np.asarray(v, float) + return {"var/mean": v.var() / v.mean(), "frac zero": (v == 0).mean(), "max": v.max()} + + rep = pd.DataFrame([_row(r) for r in np.atleast_2d(y_rep)]) + return pd.DataFrame( + { + "observed": pd.Series(_row(y_obs)), + "replicated mean": rep.mean(), + "replicated 2.5%": rep.quantile(0.025), + "replicated 97.5%": rep.quantile(0.975), + } + ).T + + +# --------------------------------------------------------------------------- +# Tables and plots +# --------------------------------------------------------------------------- + +_TBL_STYLES = [ + { + "selector": "caption", + "props": [ + ("font-weight", "bold"), + ("font-size", "1.05em"), + ("text-align", "left"), + ("padding", "0 0 6px 0"), + ], + }, + {"selector": "th", "props": [("text-align", "left")]}, + {"selector": "td", "props": [("text-align", "right"), ("padding", "2px 14px")]}, +] + + +def _counts_table(series, axis_name, caption): + """Styled value-counts HTML table with counts, shares, and bars.""" + t = series.value_counts().rename_axis(axis_name).reset_index(name="mains") + t["share"] = t["mains"] / t["mains"].sum() + return ( + t.style.hide(axis="index") + .format({"mains": "{:,}", "share": "{:.1%}"}) + .bar(subset=["mains"], color="#cfe3f3") + .set_caption(caption) + .set_table_styles(_TBL_STYLES) + .to_html() + ) + + +def _display_side_by_side(*htmls): + """Render HTML tables in one flex row (notebook display).""" + from IPython.display import display_html + + wrap = '
{}
' + display_html( + '
' + + "".join(wrap.format(h) for h in htmls) + + "
", + raw=True, + ) + + +def mat_value_counts_table(m): + """Display material mix before and after consolidation, side by side.""" + raw = m["MATERIAL"] + con = consolidate_categories(raw, MAT_MAP) + _display_side_by_side( + _counts_table(raw, "material", f"Material (raw, {raw.nunique()} categories)"), + _counts_table(con, "material", f"Material (consolidated, {con.nunique()} categories)"), + ) + + +def pz_value_counts_table(m, pz_source): + """Display pressure-zone mix before and after cleaning, side by side.""" + modeled = consolidate_categories(m["PRESSURE_ZONE"], PZ_MAP) + _display_side_by_side( + _counts_table( + pz_source, "pressure_zone", f"Pressure zone (raw, {pz_source.nunique()} zones)" + ), + _counts_table( + modeled, "pressure_zone", f"Pressure zone (modeled, {modeled.nunique()} zones)" + ), + ) + + +def cov_matrix(W, kappa): + """Learned level covariance ``B = W W^T + diag(kappa)``.""" + return W @ W.T + np.diag(kappa) + + +def plot_cov(ax, B, labels, title, vmax=4.0): + """Annotated heatmap of a learned category covariance matrix.""" + im = ax.imshow(B, vmin=0, vmax=vmax, cmap="cool") + ax.set_xticks(range(len(labels))) + ax.set_yticks(range(len(labels))) + ax.set_xticklabels(labels, rotation=45, ha="right", fontsize=9) + ax.set_yticklabels(labels, fontsize=9) + for i in range(len(labels)): + for j in range(len(labels)): + ax.text( + j, + i, + f"{B[i, j]:.2f}", + ha="center", + va="center", + fontsize=7, + color="white" if abs(B[i, j]) > 0.6 * vmax else "black", + ) + ax.set_title(title) + plt.colorbar(im, ax=ax, fraction=0.046) + + +def line_segments(geoms): + """Flatten LineString/MultiLineString geometries into LineCollection segments.""" + segs = [] + for g in geoms: + if g: + segs += [g["coordinates"]] if g["type"] == "LineString" else g["coordinates"] + return segs + + +def plot_network(segs, mb): + """Map of the mains network with recorded break locations.""" + fig, ax = plt.subplots(figsize=(8, 8)) + ax.add_collection(LineCollection(segs, colors="0.5", linewidths=0.5, zorder=1)) + ax.scatter( + mb["lon"], + mb["lat"], + s=9, + c="tab:blue", + alpha=0.55, + zorder=2, + label=f"main break (n={len(mb)})", + ) + ax.set_aspect(MAP_ASPECT) + ax.autoscale() + ax.set_xlabel("longitude") + ax.set_ylabel("latitude") + ax.set_title("Kitchener water mains and recorded breaks") + ax.legend(loc="upper left", markerscale=2) + plt.tight_layout() + plt.show() + + +def plot_feature_hist(m): + """Histograms of the continuous features and the (log-scaled) break counts.""" + fig, ax = plt.subplots(1, 4, figsize=(16, 3.6)) + ax[0].hist(m["age"], bins=40, color="tab:blue", alpha=0.85) + ax[0].set_xlabel("pipe age (years)") + ax[0].set_ylabel("mains") + ax[0].set_title("Pipe age") + ax[1].hist(np.log(m["PIPE_SIZE"].to_numpy(float)), bins=40, color="tab:blue", alpha=0.85) + ax[1].set_xlabel("log diameter (log mm)") + ax[1].set_title("Diameter (log scale)") + ax[2].hist(m["exposure"], bins=40, color="tab:blue", alpha=0.85) + ax[2].set_xlabel("exposure (pipe-km-years)") + ax[2].set_title("Exposure") + nb_max = int(m["n_breaks"].max()) + ax[3].hist(m["n_breaks"], bins=range(0, nb_max + 2), color="tab:blue", alpha=0.85) + ax[3].set_xlabel("recorded breaks") + ax[3].set_title("Break count") + ax[3].set_yscale("log") # heavily zero-inflated: most mains never break + plt.tight_layout() + plt.show() + + +def plot_risk_map(m, mains_geoms, rate): + """Network map coloured by predicted break rate (log colour scale).""" + geoms_m = [mains_geoms[i] for i in m.index] + sg, sr = [], [] + for g, r in zip(geoms_m, rate): + if not g: + continue + for p in [g["coordinates"]] if g["type"] == "LineString" else g["coordinates"]: + sg.append(p) + sr.append(r) + sr = np.asarray(sr) + fig, ax = plt.subplots(figsize=(9, 8.5)) + norm = mpl.colors.LogNorm(vmin=max(np.quantile(sr, 0.02), 1e-3), vmax=np.quantile(sr, 0.99)) + lc = LineCollection(sg, array=sr, cmap="inferno", norm=norm, linewidths=1.1) + ax.add_collection(lc) + ax.set_aspect(MAP_ASPECT) + ax.autoscale() + ax.set_xlabel("longitude") + ax.set_ylabel("latitude") + ax.set_title("Predicted water main break risk") + plt.colorbar(lc, ax=ax, label="break rate (per km-year)", shrink=0.7) + plt.tight_layout() + plt.show() + + +def plot_decision_map(m, segs, repl_dt, repl_naive, rate_plug_km, sd_lat): + """Decision scatter (rate vs uncertainty) and map of flagged mains.""" + cat = np.where(repl_naive, 1, np.where(repl_dt, 2, 0)) + fig, ax = plt.subplots(1, 2, figsize=(14, 6.5)) + groups = { + 0: ("0.8", "defer"), + 1: ("tab:red", "replace (both)"), + 2: ("tab:blue", "replace (uncertainty-driven)"), + } + for k, (col, lab) in groups.items(): + sel = cat == k + ax[0].scatter( + rate_plug_km[sel], + sd_lat[sel], + s=9, + c=col, + alpha=0.5, + label=f"{lab} (n={int(sel.sum())})", + ) + ax[0].set_xscale("log") + ax[0].set_xlabel("plug-in break rate (per km-year)") + ax[0].set_ylabel("GP latent uncertainty (sd)") + ax[0].set_title("Integrating the predictive changes the action") + ax[0].legend(loc="upper left", fontsize=8) + + ax[1].add_collection(LineCollection(segs, colors="0.88", linewidths=0.4, zorder=1)) + fl = m.assign(cat=cat) + for k, (col, lab) in {1: ("tab:red", "both"), 2: ("tab:blue", "uncertainty-driven")}.items(): + s = fl[fl["cat"] == k] + ax[1].scatter(s["lon"], s["lat"], s=22, c=col, label=f"{lab} (n={len(s)})", zorder=3) + ax[1].set_aspect(MAP_ASPECT) + ax[1].autoscale() + ax[1].set_xlabel("longitude") + ax[1].set_ylabel("latitude") + ax[1].set_title("Mains flagged for replacement") + ax[1].legend(loc="upper left") + plt.tight_layout() + plt.show() + + +def plot_newsvendor(totals, nv): + """Predictive total-breaks histogram and expected cost vs provisioned budget. + + Also prints the annual saving of planning at the optimum instead of the mean. + """ + mean_n = float(np.mean(totals)) + at_mean = nv.expected_cost[np.argmin(np.abs(nv.b_grid - round(mean_n)))] + saving = at_mean - nv.expected_cost.min() + + fig, ax = plt.subplots(1, 2, figsize=(13, 4.5)) + ax[0].hist(totals, bins=40, color="tab:gray", alpha=0.8) + ax[0].axvline(mean_n, color="tab:blue", lw=2, label=f"mean ({mean_n:.0f})") + ax[0].axvline(nv.b_star, color="tab:red", lw=2, label=f"optimal budget ({nv.b_star})") + ax[0].set_xlabel("annual network breaks") + ax[0].set_ylabel("predictive draws") + ax[0].set_title("Predictive distribution of annual breaks") + ax[0].legend() + ax[1].plot(nv.b_grid, nv.expected_cost / 1e3) + ax[1].axvline(nv.b_star, color="tab:red", ls=":", label=f"B* = {nv.b_star}") + ax[1].axvline(mean_n, color="tab:blue", ls=":", label=f"mean = {mean_n:.0f}") + ax[1].set_xlabel("provisioned budget (breaks)") + ax[1].set_ylabel("expected cost ($k/yr)") + ax[1].set_title("Optimum is above the mean") + ax[1].legend() + plt.tight_layout() + plt.show() + print(f"planning to the optimum instead of the mean saves ${saving:,.0f}/yr") + + +def plot_flagged_map( + base, segs, first_flagged, title="Mains flagged for replacement, by plan year" +): + """Map of flagged mains, coloured by the first planning year that flagged them. + + Parameters + ---------- + base : pandas.DataFrame + Static frame from ``static_frame`` (positional pipe index). + segs : list + Network line segments for the grey background. + first_flagged : dict + ``{pipe_idx: year}`` of each flagged pipe's first plan year. + """ + fig, ax = plt.subplots(figsize=(9, 8.5)) + ax.add_collection(LineCollection(segs, colors="0.88", linewidths=0.4, zorder=1)) + idx = np.array(sorted(first_flagged), dtype=int) + years = np.array([first_flagged[i] for i in idx], dtype=float) + sc = ax.scatter( + base["lon"].to_numpy()[idx], + base["lat"].to_numpy()[idx], + s=16, + c=years, + cmap="viridis", + zorder=3, + ) + ax.set_aspect(MAP_ASPECT) + ax.autoscale() + ax.set_xlabel("longitude") + ax.set_ylabel("latitude") + ax.set_title(f"{title} (n={len(idx)})") + plt.colorbar(sc, ax=ax, label="first plan year", shrink=0.7) + plt.tight_layout() + plt.show() + + +def plot_pr_curve(prec, rec, ap, base_rate, title="Precision-recall, temporal holdout"): + """Precision-recall curve against the base-rate floor.""" + plt.figure(figsize=(5.5, 4.5)) + plt.plot(rec, prec, label=f"GP rate model (AP={ap:.2f})") + plt.axhline(base_rate, color="0.6", ls="--", label=f"base rate ({base_rate:.2f})") + plt.xlabel("recall") + plt.ylabel("precision") + plt.title(title) + plt.legend() + plt.tight_layout() + plt.show() + + +def plot_backtest(results, budget=5.0, styles=None, title="Dollar backtest"): + """Spend-vs-captured curves for each policy from ``dollar_backtest``.""" + fig, ax = plt.subplots(figsize=(8, 5.5)) + for name, (cap, capt, _) in results.items(): + col, ls = (styles or {}).get(name, (None, "-")) + ax.plot(cap, capt, label=name, color=col, ls=ls) + ax.axvline(budget, color="0.7", lw=0.8) + ax.set_xlim(0, 15) + ax.set_xlabel("replacement capital spent ($M)") + ax.set_ylabel("actual holdout breaks captured (avoided)") + ax.set_title(title) + ax.legend(fontsize=8) + plt.tight_layout() + plt.show() + + +# --------------------------------------------------------------------------- +# Unit tests (run with: python -m pytest notebooks/watermains.py) +# --------------------------------------------------------------------------- + + +def test_exposure(): + """Years before the record start must not count toward exposure.""" + np.testing.assert_allclose(exposure(2.0, 2000.0), 2.0 * (AS_OF - 2000.0)) + np.testing.assert_allclose(exposure(2.0, 1950.0), 2.0 * (AS_OF - RECORD_START)) + + +def test_frequency_codes(): + """Most common level gets code 0; order follows frequency.""" + codes, levels = frequency_codes(pd.Series(["a", "b", "a", "c", "a", "b"])) + assert levels == ["a", "b", "c"] + np.testing.assert_array_equal(codes, [0.0, 1.0, 0.0, 2.0, 0.0, 1.0]) + + +def test_cov_matrix(): + """B = W W^T + diag(kappa) is symmetric with diagonal at least kappa.""" + rng = np.random.default_rng(0) + W = rng.standard_normal((5, 2)) + kappa = rng.uniform(0.1, 1.0, 5) + B = cov_matrix(W, kappa) + np.testing.assert_allclose(B, B.T) + assert np.all(np.diag(B) >= kappa) + + +def test_replace_decision(): + """Replace exactly when expected break cost exceeds replacement cost.""" + decision = replace_decision(np.array([1.0, 0.1]), np.array([20000.0, 20000.0]), c_break=25000.0) + np.testing.assert_array_equal(decision, [True, False]) + + +def test_newsvendor_budget(): + """Grid-search optimum matches the analytic critical fractile of a Gaussian.""" + from scipy.stats import norm + + rng = np.random.default_rng(0) + totals = rng.normal(100.0, 10.0, size=200_000) + nv = newsvendor_budget(totals, c_surge=40000.0, c_idle=8000.0) + assert abs(nv.q - 40000.0 / 48000.0) < 1e-12 + b_analytic = 100.0 + 10.0 * norm.ppf(nv.q) + assert abs(nv.b_star - b_analytic) <= 1.0 + + +def test_roc_auc(): + """Matches the hand-computed AUC and hits 1.0 under perfect separation.""" + y = np.array([0, 0, 1, 1]) + s = np.array([0.1, 0.4, 0.35, 0.8]) + np.testing.assert_allclose(roc_auc(y, s), 0.75) + np.testing.assert_allclose(roc_auc(y, y.astype(float)), 1.0) + + +def test_evalm(): + """Perfect ranking scores 1.0 on all three metrics.""" + y = np.array([1, 1, 0, 0, 0]) + prob = np.array([0.9, 0.8, 0.3, 0.2, 0.1]) + res = evalm(y, prob) + np.testing.assert_allclose([res["F1"], res["AP"], res["ROC_AUC"]], 1.0) + + +def test_pearson_dispersion(): + """Dispersion is about 1 for Poisson data and clearly above 1 when inflated.""" + rng = np.random.default_rng(0) + mu = np.full(20_000, 5.0) + assert abs(pearson_dispersion(rng.poisson(5.0, 20_000), mu) - 1.0) < 0.05 + lam = 5.0 * rng.gamma(2.0, 0.5, 20_000) # mean 5, extra-Poisson variation + assert pearson_dispersion(rng.poisson(lam), mu) > 1.2 + + +def test_build_panel(): + """Panel rows respect the time windows: targets per year, history strictly before.""" + mains = pd.DataFrame( + { + "WATMAINID": ["A", "B"], + "STATUS": ["ACTIVE"] * 2, + "install_year": [1950.0, 2016.0], + "PIPE_SIZE": [150.0, 200.0], + "Shape__Length": [1000.0, 2000.0], + "PRESSURE_ZONE": ["KIT 4"] * 2, + "MATERIAL": ["CI", "DI"], + "lat": [43.4] * 2, + "lon": [-80.5] * 2, + } + ) + breaks = pd.DataFrame( + { + "ASSETID": ["A", "A", "A", "B"], + "BREAK_TYPE": ["MAIN"] * 4, + "INCIDENT_DATE": pd.to_datetime( + ["1990-06-01", "2014-03-01", "2018-07-01", "2019-01-15"] + ), + } + ) + train, test = build_panel(mains, breaks, t=2019.0, target_start=2010.0) + # A contributes every year 2010-2018 to train; B (installed 2016) only 2017-2018 + a_tr = train[train["pipe_idx"] == 0.0] + b_tr = train[train["pipe_idx"] == 1.0] + assert len(a_tr) == 9 and len(b_tr) == 2 + # targets land in their own year and nowhere else + assert a_tr.set_index("year")["y"].loc[2014.0] == 1 + assert a_tr.set_index("year")["y"].loc[2018.0] == 1 + assert a_tr["y"].sum() == 2 + # test slice is the planning year, with B's 2019 break + assert set(test["year"]) == {2019.0} and test.set_index("pipe_idx")["y"].loc[1.0] == 1 + # history at row year s covers [RECORD_START, s): A's 2014 row sees nothing + # (the 1990 break predates effective record coverage); the 2018 row sees 2014 + row = a_tr[a_tr["year"] == 2014.0].iloc[0] + np.testing.assert_allclose(row["hist"], 0.0) + row18 = a_tr[a_tr["year"] == 2018.0].iloc[0] + np.testing.assert_allclose(row18["hist"], 1 / (1.0 * (2018 - RECORD_START))) + # age is measured at the row's year + assert row["age"] == 2014 - 1950 + + +def test_elpd_diff_se(): + """Identical models differ by exactly zero; a uniformly better one is positive.""" + rng = np.random.default_rng(0) + expo = rng.uniform(1, 5, 400) + y = rng.poisson(0.05 * expo) + draws_a = np.log(np.full((50, 400), 0.05)) + 0.1 * rng.standard_normal((50, 400)) + ra = elpd_row_poisson(y, draws_a, expo) + d, se = elpd_diff_se(ra, ra) + assert d == 0.0 and se == 0.0 + rb = ra - 0.01 # B uniformly worse + d, se = elpd_diff_se(ra, rb) + np.testing.assert_allclose(d, 4.0) + assert se < 1e-8 + + +def test_curve_monotone(): + """Backtest curves are nondecreasing and capture every break at full spend.""" + rng = np.random.default_rng(0) + score = rng.standard_normal(50) + cost = rng.uniform(1e4, 1e6, 50) + n_post = rng.poisson(0.3, 50).astype(float) + spend, captured = curve(score, cost, n_post) + assert np.all(np.diff(spend) >= 0) + assert np.all(np.diff(captured) >= 0) + np.testing.assert_allclose(captured[-1], n_post.sum()) diff --git a/notebooks/watermains_plan.md b/notebooks/watermains_plan.md new file mode 100644 index 0000000..d6c7b80 --- /dev/null +++ b/notebooks/watermains_plan.md @@ -0,0 +1,280 @@ +# Plan: water-mains example (watermains.py + two notebooks), revision 3 + +Working document, updated 2026-07-12 after the panel/time redesign. Supersedes the aggregated +walk-forward design; see git history of this file for prior revisions. + +## Goal and audience + +- MAIN notebook (`notebooks/watermains.ipynb`): for statisticians / modelers / scientists + evaluating GPs for their own problem. Demonstrates ptgp's capabilities (a showcase), shows GP + predictions, gives a high-level account of the decision-theoretic framework, and shows results + validated with realized outcomes. The multi-model sequence exists to show that model building + is a process and that ptgp lets you build sequences of GPs nimbly. NOT pedagogical data-science + how-to material. +- SUPPLEMENT (`notebooks/watermains_supplement.ipynb`): for readers who want to dig into methods. +- Companion module `notebooks/watermains.py`: all mechanical code + unit tests + (`pytest notebooks/watermains.py`). Existing notebooks `decision_theory_water_mains.ipynb` + (PRIMARY, working tree) and `water_main_decision_theory.ipynb` (DEV) remain READ-ONLY sources; + the user renames/deletes them at the end. + +## Data layout: pipe-year panel + +One row per pipe per year s in [2010, t]. Target = breaks in year s (linked MAIN breaks); +exposure = length_km x 1 year; covariates measured at s (age = s - install). Walk-forward +folds t = 2019..2025: train rows s < t, test rows s = t (the "annual plan" replay). 2026 is +partial and unused. History feature per row = empirical prior break rate over [1985, s) +(breaks / km-years), log1p, standardized with training stats: window-invariant and strictly +before the row's year, so no circularity. + +X column layout: 0-3 = age, log_size, lon, lat (standardized); 4 = year (standardized); +5 = material code; 6 = zone code; 7 = log exposure; 8 = history feature; 9 = pipe index. +Kernels only ever touch 0-6; the mean function reads 7 (and 8 for M2/M3); the frailty reads 9. + +## The model sequence (FINAL narrative, user-defined 2026-07-14) + +Stylized, clear logical steps; the supplement is METHODS DEPTH FOR READERS, NOT A PROCESS +DIARY (no development history, no rejected-variant chronicles unless they teach a method). + +- Model 1: covariates-only SVGP. Matern52 ARD over [age, log_size, lon, lat] x + NormalizedLowRankCategorical(material) x NormalizedLowRankCategorical(zone), + ExposureOffset mean, Poisson, M=1024 greedy-init trained inducing points. + ADOPTED 2026-07-14: categorical kernels are normalized by their frequency-weighted mean + diagonal (scale pinned to 1) so eta is identified and eta^2 is THE mean per-point GP prior + variance; eta ~ HalfNormal(1.5) (HalfNormal(1) binds once eta carries the full scale). + Known cost ~1.8 ELPD on fold 2025 at 700 steps (optimization geometry, same model class); + expected to close at the final-pass longer runs. +- Model 2: + break history AND calendar year as LINEAR MEAN COEFFICIENTS ONLY (single + coefficient each; kernel unchanged). Introduces the R2D2 prior splitting the variance + budget over THREE components {GP amplitude, history slab, year slab}, MAP-estimated in + log-variance coordinates IF FEASIBLE (verify allocation moves and fit is healthy); + if infeasible, R2D2's introduction shifts to Model 3. + R2 PRIOR (user-locked 2026-07-14): R2 ~ Beta(1, 99). Mean 0.01 = the realized-view anchor + from Model 1 (var(fm)/(var(fm)+1/mean(y)) ~ 0.010 across folds); a=1 keeps the density + monotone (no interior peak, reads weakly informative); median 0.007 also covers the + amplitude-view anchor eta^2/(eta^2+sigma2) ~ 0.005. +- Model 3: the BEST GP model under the R2D2M2 prior family (required until that path is + exhausted; user expects it to be superior with changes). Adds frailty as a budget + component; kernel placement of year/hist and other structure free to optimize. + HARD TARGET: beat tuned gradient boosting on ELPD. + +## Evaluation protocol (final, 2026-07-14) + +- Panel starts at 1995 for ALL tests (user-approved 2026-07-15, superseding the 1985 start): + the break layer nominally extends to 1985 but holds 8 records total in 1985-94 vs 330-580 + per 5-year bin after, so effective coverage begins 1995. Discovered via Model 2's linear + year term fitting the completeness ramp (+41%/yr weighted slope on the 1985 panel, + +31.6/yr forecast bias); honest 2010-2024 trend is -3.5%/yr. RECORD_START and PANEL_START + are both 1995 in watermains.py; the history-rate window is [1995, s). +- 7-fold walk-forward (test 2019-2025) KEPT, but run ONCE at full budget for the frozen + final models (the untouched benchmark). +- CURRENT LADDER STATE (seq95 caches, M=1024, 700 steps, 2026-07-16): M1 -2308.1 / z2 0.99; + M2 -2270.0 / AUC-PR 0.070 / z2 1.34 (beats M1 on all 7 folds, +38 pooled; phi stable + [0.59 GP, 0.22 hist, 0.18 year], R2hat 0.007, beta_year ~ 0 on the honest panel); + HGB bar -2257.9 / z2 2.32; GLM -2360.4. M3 must find ~12 ELPD points. R2 anchors on the + 1995 panel: amplitude 0.0061 +- 0.0002, realized 0.0130 +- 0.0017 (Beta(1,99) still fits). +- Development comparisons use the SCREENING protocol: single fit on fold 2025 (train + 1985-2024), scored as PAIRED per-row ELPD difference vs a cached incumbent with + SE = sqrt(n var(row diffs)); |diff| > 2 SE decides; 3-fold confirm (2019/2022/2025) when + needed. HGB bar must be RE-ESTABLISHED on the 1985 panel. +- HGB benchmark (user-locked 2026-07-14): plain HGB, NO trend-offset or other bolt-ons + (a Poisson-trend-offset variant screened at +8.7 +- 3.6 on fold 2025 but was rejected as + not-the-benchmark; note it in the supplement discussion only if it earns its place). + Hyperparameters from hgb_random_grid (80-config random search, seed 7) per fold, validated + on the last training year. HGB cannot extrapolate calendar year (frozen last histogram + bin; 2019-trained model predicts a constant ~76 breaks/yr through 2025 vs realized 43-90), + so it is a fair one-year-ahead benchmark only; say so where the bar is presented. +- CV caches for the adopted setup: watermains_cv_seq95_{t}.pkl (1995 panel: normalized M1, + M2 R2D2, retuned HGB, GLM). seq85n (1985 panel, normalized) and seq85 (pre-normalization) + are superseded; older cache families are historical. + +## Decision theory (main notebook), validated on the walk-forward + +Decisions are computed per fold from that fold's Model 3 fit; the DISPLAY plan is the final +fold ("the 2025 annual plan"). Rules: +- Replace-vs-defer (R&W eq. 2.32/2.33): threshold C_break * E[N over H=30y] > C_replace, with + the planning rate holding year-t conditions (no 30-year extrapolation of the year covariate; + say so honestly). +- Newsvendor annual budget B* at critical fractile C_surge/(C_surge+C_idle) = 0.83. + +Validation with REALIZED outcomes (user-approved 2026-07-12): +- (a) Newsvendor audit: realized loss L(N_t, B*_t) summed over 2019-2025, compared against + planning-to-the-mean, planning-to-last-year's-count, and the oracle B=N_t. Reported in $. +- (b) Replacement audit: per-fold flagged list; next-year hit rate on flagged vs unflagged + pipes pooled across folds; triangular follow-up (2019 plan observed ~7.5y ... 2025 plan ~1y) + reporting realized break-cost avoided vs capital committed. +- The fixed-budget capture curve (breaks captured @ $5M/yr per policy) remains as the ranking + validation. + +## Main notebook contents (confirmed by user) + +Title/thesis; data section with network+breaks map; condensed feature bullet list; walk-forward +harness (brief); M1 (ptgp code visible) + score row; brief model criticism (phi, repeat-breaker +ratio) motivating M2/M3; M2 + row; M3 (inline VI frailty) + row; risk map (showcase); +decision-theory section (eqs, 2025 plan, flagged-pipes map COLORED BY PLANNING YEAR across +folds); newsvendor calibration/audit figure; capture curve; benchmark section (tuned HGB + GLM +rows + honest commentary); takeaway. Markdown cells: no hard line wrapping. + +## Twin-model (structured VI) design, added 2026-07-13 + +Model 3 twin: SVGP-form (NOT Hensman-form; q(u) integrated analytically via predict_marginal). +Guide blocks: q(u_prod) and q(u_year) Gaussian (the SVGP variational approximations, one per +additive component, each with UNIT-amplitude kernel so amplitudes factor out and rescale +analytically, one Cholesky per component per step); q(eps) mean-field frailty; q(phi) Gaussian +in unconstrained space over ONLY {logit R^2, stick-breaking Dirichlet allocation (5 comps: +product GP, year GP, hist main, year main, frailty), c, beta_hist, beta_year}. POINT-optimized +(user decision): Z, lengthscales, and all inner kernel params (W/kappa). Fixed base draws +(S=16, DADVI-style) make the objective deterministic. ELBO = mean_s inner(phi_s) +- KL(q(phi)||p(phi)) - prior_kl terms; priors via transforms (Beta(2,175) on R^2 through logit, +Dirichlet(1) through stick-breaking with log-det-Jacobian, budget-tied Normals on betas). +Warm start from MAP fits. The SUPPLEMENT must include a detailed math section deriving: the +ELBO identity, the structured family q(f,u,eps)=p(f|u)q(u)q(eps) and why the f-KL vanishes, +variational_expectation as the data term, the phi-block reparameterization, the +amplitude-factoring argument (why point lengthscales save S-1 Choleskies per step), and the +twin/guide correspondence (SVGP q(u) as a structured guide block; delta/diag/full ladder). +The math section must ALSO cover DADVI (Giordano, Ingram, Broderick JMLR 2024): fixed base +draws turn the ELBO into a deterministic SAA surrogate (real convergence criteria, exact +reproducibility, linear-response covariance corrections available later); why this setting is +its best-case regime (the only sampled block is ~8-dim, everything else analytic; SAA error +scales with sampled-block dimension); the hybrid nature here (SAA over the phi block, SGD over +data minibatches); and that fixed shared draws made the init-confound comparison free of MC +noise. Related finding to write up honestly: the (R2, stick-breaking, shared-W) +parameterization is badly conditioned for optimization (allocation crawls under both MAP and +VI; uniform-init twin reached only phi=[0.27,0.20,0.20,0.18,0.15] in 800 steps while informed +init sat at [0.65,0.05,0.10,0.05,0.15]); log per-component-variance coordinates are the +natural fix (same posterior, direct gradients). + +User directives 2026-07-13 (late): (1) implement a NATURAL-GRADIENT prototype for the SVGP +variational blocks NOW, as part of finishing Model 3 (the example exists to motivate ptgp +development; do NOT defer to lifetracker). Salimbeni-2018 style: NGD steps on each whitened +q(u) block's natural params (host-side updates from dL/dm and dL/dS), Adam on everything +else. (2) The guide's budget block uses LOG PER-COMPONENT-VARIANCE coordinates (R2D2M2 prior +transformed exactly). (3) PRODUCTION initialization = EQUAL allocation, not tilted; dual-init +fold-2019 run must confirm init-independence first. (4) The two-SVGP-objects pattern is +disliked (likelihood passed to each component is awkward); the prototype composes additive +latent-GP components from raw ptgp primitives (kernel + inducing set + whitened q block) with +ONE likelihood at the top and NO SVGP objects; after Model 3 is finished, open up the SVGP +API along these lines (component blocks + single likelihood). + +## Supplement contents + +Rate-vs-age-by-material plot; material & zone covariance heatmaps; mat/pz value-count tables + +category-consolidation prose; "integrating the predictive changes the action" scatter; feature +histograms; inducing-point diagnostics; deeper EDA (recurrence, age-at-break, data quirks: +age-0 spike, negative ages, spatial outliers); overdispersion/PPC detail; HGB tuning detail; +sensitivity sweeps (costs, quantiles, horizon); frailty posterior diagnostics. Backlink to main. + +## watermains.py + +Follow ptgp conventions (ruff line 100, numpydoc on classes/module functions/substantive public +methods; no docstrings needed on __init__/__call__/private methods; no >>> doctests; no +module-level side effects; heavy imports function-local). Panel functions to be PROMOTED from +scratchpad/seq_experiment.py: panel row builder, panel design matrix, generalized SVGP builder +(cont dims parameter), panel fold fitting helpers, tuned-HGB and GLM benchmarks. The aggregated +fold_frame/fit_fold_* path is superseded and should be removed once the notebook is migrated. +Unit tests updated accordingly (leakage guard test for the panel builder). + +## Final results (2026-07-13, revision 4 executed) [SUPERSEDED by the 2026-07-18 section: predates the 1997 panel and the finalized model set] + +Pooled walk-forward table: M1 -2288.9 / 0.926 / 0.060 / 45.0 / z2 1.04; M2 -2242.6 / 0.928 / +0.077 / 71.0 / 1.07; M3 -2234.0 / 0.929 / 0.078 / 65.0 / 1.06; HGB(tuned, plug-in) -2242.3 / +0.928 / 0.065 / 61.0 / 1.91; GLM -2344.5 / 0.917 / 0.056 / 54.0 / 1.97. M3 beats HGB on every +column (user requirement). Rejected variants (supplement material): M=1024 (~1 ELPD point), +1500 steps (ELPD -2226 but worse ranking/capture at 3x cost), linear-only history mean. +Decision audits: newsvendor realized losses $1.52M (B*) vs $2.21M (mean) vs $3.08M (last-year), +saving $686k / $1.56M; replacement rule 16x next-year lift, 2019 plan pre-empted $3.95M over +its follow-up. 2026 deployment plan: 316 mains, $7.5M. Notebook revision 4 fully executed with +remove-input tags on workflow cells; sigma_f = 0.37 on the full panel. + +## NGD twin production result (2026-07-14 overnight, batch 4096, 700 steps, checkpointing) [SUPERSEDED: the finalized M3 (2026-07-18) resolves this via option B-style inference on the step-4 architecture] + +Pooled: ELPD -2252.7, ROC 0.926, AP 0.064, captured 54.0, z2 1.77, bias +3.5/yr. WORSE than +m3_main_year (-2230.2 / 0.929 / 0.078 / 65.8 / 1.13 / +1.7) on every column and worse than HGB +on ELPD. The INFERENCE worked: fixed-eval curves show textbook convergence (steep descent, +plateau, best within ~1% of final; gamma ramp caused no instability), and the posterior is +highly reproducible across folds (r2 = 0.0044-0.0046; phi ~ [0.36, 0.20, 0.15, 0.05, 0.24]; +sigma-shares stable). Fitted W ~ 0.85 is consistent with the unconstrained models' summed +amplitudes (the earlier "implied R2 = 0.011" used realized latent spread, which includes the +categorical kernel scales that sit OUTSIDE the budget; not a prior-squeeze problem). Leading +diagnosis for the predictive drop: the ARCHITECTURE change, moving year out of the product +kernel into an additive 1-D GP removed year x covariate interactions (same class of signal +that made hist-in-kernel worth +14 ELPD and AP 0.071 -> 0.078). Decision pending (user): +(A) keep m3_main_year as the notebook Model 3, twin = supplement centerpiece; +(B) twin v2 = R2D2M2+NGD inference on the m3_main_year architecture (year back in the product +kernel), ~2.5 h run; (C) proceed to integration as-is. + +## Before the final pass (user reminder, 2026-07-14) + +1. RERUN ALL GPs WITH MORE ITERATIONS: every model in the final comparison (M1, M2, M3/twin) + refit with a larger step budget (and matched budgets across models for fair rows) before + the numbers are frozen into the notebook. +2. MORE THOROUGH HGB HYPERPARAMETER SEARCH: RESOLVED 2026-07-17; per-fold 80-config random + search (hgb_random_grid, validated on the last training year) is now the standard, baked + into fit_hgb_panel and the ladder runner. (BayesOpt-via-ptgp remains filed in lifetracker + as a possible future docs example.) + Item 1 remains OPEN in part: M4 runs at 2500 steps but M1/M2 are still at 700; consider + matched step budgets before freezing the final table. + +## Current state and desktop migration (2026-07-18) + +MODEL SET FINALIZED (five rows; rerun everything on the desktop, no result caches carried): +- M1: SVGP, Matern52(age, size, lon, lat) x NormalizedLowRankCategorical(mat) x NLRC(zone), + eta ~ HalfNormal(1.5), exposure offset. Normalized cat kernels pin the frequency-weighted + mean diagonal to 1, so eta is the identified per-point prior scale (0.99-1.08 across folds). +- M2: M1 kernel + linear mean (c, beta_hist, beta_year), R2D2 budget K=3, R2 ~ Beta(1, 99), + MAP in log-variance coordinates. +- M3 FINAL (called M4 during development): additive latent + f = c + sqrt(v1) f_base(cont | mat, zone) + sqrt(v2) f_trend(year; ExpQuad) + + sqrt(v3) f_hist(hist, age | mat) + kappa_t (iid year, v4) + eps_i (frailty, v5), + R2D2 budget K=5, Beta(1, 99). Inference: twin composition; three whitened unit-amplitude + GP blocks (M=1024 base / 28-year grid trend / M=256 hist) with full-cov Gaussian q and + natural-gradient updates (PD backtracking); mean-field frailty and year blocks with + elementwise NGD; q(log v_1..5, c) = 6-dim diagonal Gaussian with 16 fixed base draws + (DADVI-style) through the exact R2D2 prior; point/MAP under Adam: all lengthscales, + W/kappa, both Z sets. Two-phase Adam (1e-2 to 2e-3 at step 700), NGD gamma ramp to 0.02 + then hyperbolic decay after step 400, fixed-eval checkpointing (32768 rows, every 50), + restore-on-divergence guard. 2500 steps/fold. +- Benchmarks: HGB (per-fold 80-config random search) and Poisson GLM. + +PANEL: 1997 start (RECORD_START = PANEL_START = 1997.0). Coverage: 8 records total in +1985-94, one each in 1995 and 1996, 99-125/yr from 1997 on. Both coverage artifacts +(beta_year ramp on the 1985 panel; kappa_1995/96 = -2.4 on the 1995 panel) are documented +material for the notebook's model-criticism thread. + +LAPTOP RESULTS TO REPRODUCE (references, not carried): seq97 pooled 7-fold: +M1 -2304.1 / 0.924 / 0.054 / 42.0 / z2 0.99 / +12.9; M2 -2276.3 / 0.926 / 0.060 / 56.1 / +1.13 / +6.1; HGB -2246.5 / 0.928 / 0.066 / 63.0 / 1.56 / +3.8; GLM -2351.4 / 0.916 / 0.054 / +59.0 / 1.60 / +5.8. M3-final fold-2025 screen: ties its MAP variant (-1.3 +- 2.9), ++19.1 +- 7.5 vs M2, +6.0 +- 5.5 vs HGB, z2 0.48, predicted 74 vs 78; posterior budget +phi = [0.19 +- 0.02 base, 0.22 +- 0.07 trend, 0.31 +- 0.04 hist, 0.10 +- 0.04 year-iid, +0.19 +- 0.02 frailty], R2 0.0048 +- 0.0005, sigma_y 0.28 +- 0.06. CV fold 2025 at 2500 +steps confirmed: phi = [0.194, 0.217, 0.309, 0.099, 0.181], m4-hgb +7.2 +- 5.4. + +HOW TO RERUN (desktop): conda env create -f conda_envs/environment.yaml; pip install -e . +with that env; pytest notebooks/watermains.py -q (11 tests). Then +python notebooks/dev/final_ladder_seq97.py (M1/M2/HGB/GLM walk-forward; caches + notebooks/watermains_cv_seq97_{t}.pkl per fold; ~2h laptop-scale) +python notebooks/dev/m4_cv.py (M3-final 7-fold at 2500 steps; caches + notebooks/watermains_cv_m4_{t}.pkl; ~5h laptop-scale; must run AFTER the ladder, it + reads the seq97 caches for paired comparisons; resumable per fold via the caches) +First run re-downloads the Kitchener data into notebooks/watermains_cache.pkl. All pickles +are gitignored; the dev scripts derive paths from their own location. + +NEXT: (1) both CVs on the desktop; (2) freeze the pooled five-row table; (3) notebook: +refresh hidden cells to the seq97/m4 caches, add the Model 3 section, the kappa_t +anomaly-detection figure, then the decision-theory sections; (4) supplement; (5) M3 tweaks +only if the full CV results warrant them. + +DEFERRED, OUT OF SCOPE for this example (filed in lifetracker projects/ptgp-future.md): +HSGP component blocks; the Titsias 2025 tighter SVGP/VFE bounds; the component-VI block +protocol / API work; Vecchia; CG/SLQ solver backends. + +## Verification + +1. `pytest notebooks/watermains.py` green; ruff clean; import cheap. +2. Main notebook executes top-to-bottom on the ptgp kernel with fold caches + (watermains_cv_seq_*.pkl, gitignored); committed WITH outputs (docs execution is OFF). +3. Sequential table reproduces the experiment: each model row improves on the last; benchmarks + present with plug-in annotation. +4. Decision audits report realized dollars; newsvendor B* never short in observed years unless + the data say otherwise. +5. Both notebooks in the docs gallery; relative links resolve. diff --git a/scripts/setup-jupyter-mcp.sh b/scripts/setup-jupyter-mcp.sh new file mode 100755 index 0000000..01862f4 --- /dev/null +++ b/scripts/setup-jupyter-mcp.sh @@ -0,0 +1,106 @@ +#!/usr/bin/env bash +# +# setup-jupyter-mcp.sh +# +# Reproduce the JupyterLab + Jupyter MCP server setup on a new machine. +# Sets up: +# 1. The shared token env file (~/.config/jupyter-mcp.env) +# 2. The `jlab` launcher function in ~/.zshrc +# 3. The Claude Code `jupyter` MCP server (user scope) +# +# Prerequisites (installed automatically where possible): +# - uv / uvx : runs the MCP server package +# - jupyterlab : install into your ptgp conda env +# - jupyter-collaboration : required by the MCP server for live editing +# +# Usage: +# bash setup-jupyter-mcp.sh +# +# Idempotent: safe to re-run. Existing config is left in place unless missing. + +set -euo pipefail + +# --- Shared tokens (keep identical across machines so JUPYTER_TOKEN matches) --- +JUPYTER_TOKEN="J7NWWjS5VKrGMi5Zv14-EkVoTIO3aejOxkGjHVnFj50" +MCP_TOKEN="QNcgURDRbx17PyT7wqG3pxFwB2bOIgndxO9jekrVDSU" + +ENV_FILE="$HOME/.config/jupyter-mcp.env" +ZSHRC="$HOME/.zshrc" + +echo "==> 1/4 Installing uv (provides uvx) if missing" +if ! command -v uvx >/dev/null 2>&1; then + curl -LsSf https://astral.sh/uv/install.sh | sh + # uv installs to ~/.local/bin + export PATH="$HOME/.local/bin:$PATH" +else + echo " uvx already installed: $(command -v uvx)" +fi + +echo "==> 2/4 Writing shared token file: $ENV_FILE" +mkdir -p "$(dirname "$ENV_FILE")" +if [ -f "$ENV_FILE" ]; then + echo " $ENV_FILE already exists, leaving it in place." +else + cat > "$ENV_FILE" < 3/4 Adding jlab() launcher to $ZSHRC" +if grep -q "^jlab()" "$ZSHRC" 2>/dev/null; then + echo " jlab() already defined in $ZSHRC, skipping." +else + cat >> "$ZSHRC" <<'EOF' + +# Launch JupyterLab wired to the Jupyter MCP server. +# Sources the shared token file so JUPYTER_TOKEN matches the MCP config. +jlab() { + # Activate the project env so notebooks run against ptgp. + conda activate ptgp 2>/dev/null || true + set -a; source ~/.config/jupyter-mcp.env; set +a + jupyter lab \ + --port 8888 \ + --ip 127.0.0.1 \ + --IdentityProvider.token "$JUPYTER_TOKEN" +} +EOF + echo " appended jlab() to $ZSHRC" +fi + +echo "==> 4/4 Registering the jupyter MCP server with Claude Code (user scope)" +if claude mcp get jupyter >/dev/null 2>&1; then + echo " 'jupyter' MCP server already registered, skipping." + echo " (to reset: claude mcp remove jupyter -s user, then re-run)" +else + claude mcp add jupyter -s user \ + -e JUPYTER_URL=http://localhost:8888 \ + -e "JUPYTER_TOKEN=$JUPYTER_TOKEN" \ + -e "MCP_TOKEN=$MCP_TOKEN" \ + -e ALLOW_IMG_OUTPUT=true \ + -- uvx jupyter-mcp-server@latest + echo " registered." +fi + +cat <<'EOF' + +Done. Next steps: + + 1. Install JupyterLab into your ptgp env (once): + conda activate ptgp + pip install jupyterlab jupyter-collaboration + + 2. Reload your shell: + source ~/.zshrc + + 3. Start the lab server: + jlab + + 4. In another terminal, confirm the MCP server connects: + claude mcp get jupyter # should show: Connected + +The order matters: jlab (the Jupyter server) must be running for the +MCP server to connect. +EOF From 80b8a10b7a0711350a09e606297d7fe009ad0a54 Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Mon, 20 Jul 2026 19:26:06 -0700 Subject: [PATCH 3/6] Water mains: parallel 7-fold CV at 3000 steps, refreshed notebook The dev CV scripts (final_ladder_seq97.py, m4_cv.py) run folds as concurrent workers through a WM_FOLDS subset selector, and all three GP models train at 3000 steps. watermains.ipynb re-executed against the seq97 caches; the M1/M2/HGB/GLM tables and the Model 2 commentary now reflect the 3000-step run. Pooled 7-fold ELPD: M1 -2310.1, M2 -2260.1, HGB -2244.6, GLM -2351.4, M3 -2232.4 (M3 beats tuned HGB). --- notebooks/dev/final_ladder_seq97.py | 27 ++- notebooks/dev/m4_cv.py | 18 +- notebooks/watermains.ipynb | 262 ++++++++++++++-------------- 3 files changed, 163 insertions(+), 144 deletions(-) diff --git a/notebooks/dev/final_ladder_seq97.py b/notebooks/dev/final_ladder_seq97.py index 927e19c..5703c2d 100644 --- a/notebooks/dev/final_ladder_seq97.py +++ b/notebooks/dev/final_ladder_seq97.py @@ -18,17 +18,24 @@ import ptgp as pg -FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] -M_IND, N_STEPS, BATCH, EVAL_SIZE = 1024, 700, 1024, 32768 +ALL_FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] +# WM_FOLDS lets a worker fit a subset of folds (parallel-by-fold launcher); the pooled +# summary only runs when the full fold set is requested (the final summary pass). +FOLDS = ( + [int(x) for x in os.environ["WM_FOLDS"].split(",")] if os.environ.get("WM_FOLDS") else ALL_FOLDS +) +RUN_SUMMARY = set(FOLDS) == set(ALL_FOLDS) +M_IND, N_STEPS, BATCH, EVAL_SIZE = 1024, 3000, 1024, 32768 breaks, mains, mains_geoms = wm.load_kitchener_data(cache_path="watermains_cache.pkl") folds = {t: wm.build_panel(mains, breaks, float(t)) for t in FOLDS} -tr25 = folds[2025][0] -print( - f"1997 panel, fold 2025: {len(tr25):,} train rows, {int(tr25['y'].sum()):,} breaks, " - f"mean rate/row {tr25['y'].mean():.5f}", - flush=True, -) +if 2025 in FOLDS: + tr25 = folds[2025][0] + print( + f"1997 panel, fold 2025: {len(tr25):,} train rows, {int(tr25['y'].sum()):,} breaks, " + f"mean rate/row {tr25['y'].mean():.5f}", + flush=True, + ) def fit_m1(train, test, seed=0): @@ -119,6 +126,10 @@ def row_ll(fold, key, draws=500): flush=True, ) +if not RUN_SUMMARY: + print(f"folds {FOLDS} done (subset run); pooled summary skipped", flush=True) + raise SystemExit(0) + rows = {} etas = [] for key in ("m1", "m2", "hgb", "glm"): diff --git a/notebooks/dev/m4_cv.py b/notebooks/dev/m4_cv.py index c5845a5..24a6e26 100644 --- a/notebooks/dev/m4_cv.py +++ b/notebooks/dev/m4_cv.py @@ -1,5 +1,5 @@ """M4 7-fold CV: step-4 architecture, twin composition, NGD on Gaussian blocks, -variational q on the R2D2 budget and c. 2500 steps/fold, caches watermains_cv_m4_{t}.pkl. +variational q on the R2D2 budget and c. 3000 steps/fold, caches watermains_cv_m4_{t}.pkl. Ends with the pooled five-model table (m1/m2/hgb/glm from the seq97 caches).""" # ruff: noqa: E402 @@ -23,8 +23,14 @@ import ptgp as pg -FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] -N_STEPS = 2500 +ALL_FOLDS = [2025, 2019, 2020, 2021, 2022, 2023, 2024] +# WM_FOLDS lets a worker fit a subset of folds (parallel-by-fold launcher); the pooled +# five-model table only runs when the full fold set is requested (the final summary pass). +FOLDS = ( + [int(x) for x in os.environ["WM_FOLDS"].split(",")] if os.environ.get("WM_FOLDS") else ALL_FOLDS +) +RUN_SUMMARY = set(FOLDS) == set(ALL_FOLDS) +N_STEPS = 3000 M_BASE, M_HIST = 1024, 256 S_DRAWS = 16 BATCH, EVAL_SIZE, EVAL_EVERY = 1024, 32768, 50 @@ -385,6 +391,10 @@ def row_ll(fold, key, draws=500): ) # ---- pooled five-model table --------------------------------------------- +if not RUN_SUMMARY: + print(f"folds {FOLDS} done (subset run); pooled table skipped", flush=True) + raise SystemExit(0) + rows = {} diff_rows = {"m2": [], "hgb": []} for key in ("m1", "m2", "hgb", "glm", "m4"): @@ -429,7 +439,7 @@ def row_ll(fold, key, draws=500): "bias/yr": round(float(np.mean(np.array(tot_pred) - np.array(tot_real))), 1), } -print("\n===== POOLED (1997 panel, M=1024, m4 @ 2500 steps) =====") +print(f"\n===== POOLED (1997 panel, M=1024, m4 @ {N_STEPS} steps) =====") print(pd.DataFrame(rows).T.to_string()) for ref in ("m2", "hgb"): dr = np.concatenate(diff_rows[ref]) diff --git a/notebooks/watermains.ipynb b/notebooks/watermains.ipynb index 6eea7f6..4b80a20 100644 --- a/notebooks/watermains.ipynb +++ b/notebooks/watermains.ipynb @@ -36,10 +36,10 @@ "id": "736f4180", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:43:03.716198Z", - "iopub.status.busy": "2026-07-16T07:43:03.715896Z", - "iopub.status.idle": "2026-07-16T07:43:08.276593Z", - "shell.execute_reply": "2026-07-16T07:43:08.275684Z" + "iopub.execute_input": "2026-07-19T18:15:31.597049Z", + "iopub.status.busy": "2026-07-19T18:15:31.596979Z", + "iopub.status.idle": "2026-07-19T18:15:32.226199Z", + "shell.execute_reply": "2026-07-19T18:15:32.225773Z" }, "tags": [ "remove-input" @@ -79,10 +79,10 @@ "id": "802c2158", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:43:08.279012Z", - "iopub.status.busy": "2026-07-16T07:43:08.278681Z", - "iopub.status.idle": "2026-07-16T07:43:09.719241Z", - "shell.execute_reply": "2026-07-16T07:43:09.718474Z" + "iopub.execute_input": "2026-07-19T18:15:32.227312Z", + "iopub.status.busy": "2026-07-19T18:15:32.227100Z", + "iopub.status.idle": "2026-07-19T18:15:32.740686Z", + "shell.execute_reply": "2026-07-19T18:15:32.740311Z" }, "tags": [ "remove-input" @@ -91,7 +91,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -134,10 +134,10 @@ "id": "0e63ca02", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:43:09.722726Z", - "iopub.status.busy": "2026-07-16T07:43:09.722289Z", - "iopub.status.idle": "2026-07-16T07:43:11.981757Z", - "shell.execute_reply": "2026-07-16T07:43:11.980993Z" + "iopub.execute_input": "2026-07-19T18:15:32.742550Z", + "iopub.status.busy": "2026-07-19T18:15:32.742302Z", + "iopub.status.idle": "2026-07-19T18:15:33.672628Z", + "shell.execute_reply": "2026-07-19T18:15:33.672202Z" }, "tags": [ "remove-input" @@ -173,43 +173,43 @@ " \n", " \n", " 2019\n", - " 247298\n", + " 232363\n", " 1559\n", " 74\n", " \n", " \n", " 2020\n", - " 261263\n", + " 246328\n", " 1633\n", " 61\n", " \n", " \n", " 2021\n", - " 276061\n", + " 261126\n", " 1694\n", " 75\n", " \n", " \n", " 2022\n", - " 291250\n", + " 276315\n", " 1769\n", " 90\n", " \n", " \n", " 2023\n", - " 306727\n", + " 291792\n", " 1859\n", " 43\n", " \n", " \n", " 2024\n", - " 322459\n", + " 307524\n", " 1902\n", " 53\n", " \n", " \n", " 2025\n", - " 338359\n", + " 323424\n", " 1955\n", " 78\n", " \n", @@ -219,13 +219,13 @@ ], "text/plain": [ " train rows train breaks test breaks\n", - "2019 247298 1559 74\n", - "2020 261263 1633 61\n", - "2021 276061 1694 75\n", - "2022 291250 1769 90\n", - "2023 306727 1859 43\n", - "2024 322459 1902 53\n", - "2025 338359 1955 78" + "2019 232363 1559 74\n", + "2020 246328 1633 61\n", + "2021 261126 1694 75\n", + "2022 276315 1769 90\n", + "2023 291792 1859 43\n", + "2024 307524 1902 53\n", + "2025 323424 1955 78" ] }, "execution_count": 3, @@ -280,10 +280,10 @@ "id": "1f034c78", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:43:11.984068Z", - "iopub.status.busy": "2026-07-16T07:43:11.983860Z", - "iopub.status.idle": "2026-07-16T07:44:12.485126Z", - "shell.execute_reply": "2026-07-16T07:44:12.484115Z" + "iopub.execute_input": "2026-07-19T18:15:33.673657Z", + "iopub.status.busy": "2026-07-19T18:15:33.673563Z", + "iopub.status.idle": "2026-07-19T18:16:01.531473Z", + "shell.execute_reply": "2026-07-19T18:16:01.531100Z" }, "tags": [ "remove-input" @@ -292,7 +292,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -332,10 +332,10 @@ "id": "633b65c5", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:44:12.487907Z", - "iopub.status.busy": "2026-07-16T07:44:12.487641Z", - "iopub.status.idle": "2026-07-16T07:50:24.611807Z", - "shell.execute_reply": "2026-07-16T07:50:24.610891Z" + "iopub.execute_input": "2026-07-19T18:16:01.533022Z", + "iopub.status.busy": "2026-07-19T18:16:01.532925Z", + "iopub.status.idle": "2026-07-19T18:20:00.642676Z", + "shell.execute_reply": "2026-07-19T18:20:00.642314Z" }, "tags": [] }, @@ -344,56 +344,56 @@ "name": "stdout", "output_type": "stream", "text": [ - "step 0 loss 14,663\n" + "step 0 loss 8,226\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 100 loss 13,891\n" + "step 100 loss 8,435\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 200 loss 4,425\n" + "step 200 loss 10,564\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 300 loss 12,434\n" + "step 300 loss 4,436\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 400 loss 12,349\n" + "step 400 loss 12,829\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 500 loss 10,074\n" + "step 500 loss 9,743\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 600 loss 4,851\n" + "step 600 loss 6,295\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 699 loss 12,157\n" + "step 699 loss 9,386\n" ] } ], @@ -478,10 +478,10 @@ "id": "c742b781", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:50:24.615055Z", - "iopub.status.busy": "2026-07-16T07:50:24.614825Z", - "iopub.status.idle": "2026-07-16T07:50:24.629268Z", - "shell.execute_reply": "2026-07-16T07:50:24.628220Z" + "iopub.execute_input": "2026-07-19T18:20:00.643663Z", + "iopub.status.busy": "2026-07-19T18:20:00.643523Z", + "iopub.status.idle": "2026-07-19T18:20:00.648212Z", + "shell.execute_reply": "2026-07-19T18:20:00.647933Z" }, "tags": [ "remove-input" @@ -497,7 +497,7 @@ " \"\"\"Fit one model on every fold, cached to disk; returns the fold cache dict.\"\"\"\n", " out = {}\n", " for t, (train, test) in folds.items():\n", - " cache = Path(f\"watermains_cv_seq95_{t}.pkl\")\n", + " cache = Path(f\"watermains_cv_seq97_{t}.pkl\")\n", " fold = pickle.loads(cache.read_bytes()) if cache.exists() else {}\n", " if \"n_test\" not in fold:\n", " fold.update(\n", @@ -542,10 +542,10 @@ "id": "e5ceb52c", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:50:24.632589Z", - "iopub.status.busy": "2026-07-16T07:50:24.632372Z", - "iopub.status.idle": "2026-07-16T07:50:28.392958Z", - "shell.execute_reply": "2026-07-16T07:50:28.391816Z" + "iopub.execute_input": "2026-07-19T18:20:00.648990Z", + "iopub.status.busy": "2026-07-19T18:20:00.648907Z", + "iopub.status.idle": "2026-07-19T18:20:03.073608Z", + "shell.execute_reply": "2026-07-19T18:20:03.073216Z" }, "tags": [ "remove-input" @@ -583,11 +583,11 @@ " \n", " \n", " Model 1\n", - " -2308.1\n", - " 0.923\n", - " 0.055\n", - " 45.0\n", - " 0.99\n", + " -2310.1\n", + " 0.925\n", + " 0.053\n", + " 49.0\n", + " 0.86\n", " \n", " \n", "\n", @@ -595,7 +595,7 @@ ], "text/plain": [ " ELPD ROC-AUC AUC-PR captured @ $5M/yr calibration z^2\n", - "Model 1 -2308.1 0.923 0.055 45.0 0.99" + "Model 1 -2310.1 0.925 0.053 49.0 0.86" ] }, "execution_count": 7, @@ -671,10 +671,10 @@ "id": "432cdfc9", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:50:28.395571Z", - "iopub.status.busy": "2026-07-16T07:50:28.395350Z", - "iopub.status.idle": "2026-07-16T07:50:28.409873Z", - "shell.execute_reply": "2026-07-16T07:50:28.408864Z" + "iopub.execute_input": "2026-07-19T18:20:03.074852Z", + "iopub.status.busy": "2026-07-19T18:20:03.074772Z", + "iopub.status.idle": "2026-07-19T18:20:03.080453Z", + "shell.execute_reply": "2026-07-19T18:20:03.080130Z" }, "tags": [ "remove-input" @@ -686,7 +686,7 @@ "output_type": "stream", "text": [ "2010-2026 break rate: broke before 2010 = 0.347/km-yr vs never = 0.051/km-yr (6.8x)\n", - "annual totals, Model 1 vs realized: predicted 80/yr on average, realized 68/yr; over-forecast in 5 of 7 years\n" + "annual totals, Model 1 vs realized: predicted 84/yr on average, realized 68/yr; over-forecast in 6 of 7 years\n" ] } ], @@ -736,10 +736,10 @@ "id": "8e9cb3a0", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:50:28.412308Z", - "iopub.status.busy": "2026-07-16T07:50:28.412095Z", - "iopub.status.idle": "2026-07-16T07:50:28.485096Z", - "shell.execute_reply": "2026-07-16T07:50:28.484394Z" + "iopub.execute_input": "2026-07-19T18:20:03.081324Z", + "iopub.status.busy": "2026-07-19T18:20:03.081247Z", + "iopub.status.idle": "2026-07-19T18:20:03.118640Z", + "shell.execute_reply": "2026-07-19T18:20:03.118295Z" }, "tags": [ "remove-input" @@ -777,27 +777,27 @@ " \n", " \n", " Model 1\n", - " -2308.1\n", - " 0.923\n", - " 0.055\n", - " 45.0\n", - " 0.99\n", + " -2310.1\n", + " 0.925\n", + " 0.053\n", + " 49.0\n", + " 0.86\n", " \n", " \n", " HGB (tuned, plug-in)\n", - " -2257.9\n", + " -2244.6\n", " 0.927\n", - " 0.061\n", - " 66.7\n", - " 2.32\n", + " 0.068\n", + " 77.0\n", + " 2.08\n", " \n", " \n", " Poisson GLM (plug-in)\n", - " -2360.4\n", + " -2351.4\n", " 0.916\n", - " 0.055\n", + " 0.054\n", " 59.0\n", - " 1.40\n", + " 1.62\n", " \n", " \n", "\n", @@ -805,14 +805,14 @@ ], "text/plain": [ " ELPD ROC-AUC AUC-PR captured @ $5M/yr \\\n", - "Model 1 -2308.1 0.923 0.055 45.0 \n", - "HGB (tuned, plug-in) -2257.9 0.927 0.061 66.7 \n", - "Poisson GLM (plug-in) -2360.4 0.916 0.055 59.0 \n", + "Model 1 -2310.1 0.925 0.053 49.0 \n", + "HGB (tuned, plug-in) -2244.6 0.927 0.068 77.0 \n", + "Poisson GLM (plug-in) -2351.4 0.916 0.054 59.0 \n", "\n", " calibration z^2 \n", - "Model 1 0.99 \n", - "HGB (tuned, plug-in) 2.32 \n", - "Poisson GLM (plug-in) 1.40 " + "Model 1 0.86 \n", + "HGB (tuned, plug-in) 2.08 \n", + "Poisson GLM (plug-in) 1.62 " ] }, "execution_count": 9, @@ -848,10 +848,10 @@ "id": "eed1fb0a", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:50:28.487689Z", - "iopub.status.busy": "2026-07-16T07:50:28.487476Z", - "iopub.status.idle": "2026-07-16T07:56:43.215006Z", - "shell.execute_reply": "2026-07-16T07:56:43.213648Z" + "iopub.execute_input": "2026-07-19T18:20:03.119645Z", + "iopub.status.busy": "2026-07-19T18:20:03.119561Z", + "iopub.status.idle": "2026-07-19T18:22:56.656318Z", + "shell.execute_reply": "2026-07-19T18:22:56.655984Z" }, "tags": [] }, @@ -860,58 +860,58 @@ "name": "stdout", "output_type": "stream", "text": [ - "step 0 loss 13,957\n" + "step 0 loss 7,521\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 100 loss 14,042\n" + "step 100 loss 8,226\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 200 loss 4,471\n" + "step 200 loss 10,144\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 300 loss 12,194\n" + "step 300 loss 4,424\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 400 loss 11,950\n" + "step 400 loss 12,476\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 500 loss 9,884\n" + "step 500 loss 10,016\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 600 loss 4,993\n" + "step 600 loss 6,590\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ - "step 699 loss 11,623\n", - "allocation (GP, history, year): [0.58 0.22 0.19]\n", - "R2 = 0.0073; betas (hist, year) = [ 0.26 -0.08]\n" + "step 699 loss 9,731\n", + "allocation (GP, history, year): [0.59 0.22 0.19]\n", + "R2 = 0.0074; betas (hist, year) = [ 0.23 -0.09]\n" ] } ], @@ -1019,10 +1019,10 @@ "id": "b18a9e8b", "metadata": { "execution": { - "iopub.execute_input": "2026-07-16T07:56:43.220199Z", - "iopub.status.busy": "2026-07-16T07:56:43.219766Z", - "iopub.status.idle": "2026-07-16T07:56:46.220679Z", - "shell.execute_reply": "2026-07-16T07:56:46.219728Z" + "iopub.execute_input": "2026-07-19T18:22:56.657358Z", + "iopub.status.busy": "2026-07-19T18:22:56.657267Z", + "iopub.status.idle": "2026-07-19T18:22:58.047908Z", + "shell.execute_reply": "2026-07-19T18:22:58.047476Z" }, "tags": [ "remove-input" @@ -1060,35 +1060,35 @@ " \n", " \n", " Model 1\n", - " -2308.1\n", - " 0.923\n", - " 0.055\n", - " 45.0\n", - " 0.99\n", + " -2310.1\n", + " 0.925\n", + " 0.053\n", + " 49.0\n", + " 0.86\n", " \n", " \n", " HGB (tuned, plug-in)\n", - " -2257.9\n", + " -2244.6\n", " 0.927\n", - " 0.061\n", - " 66.7\n", - " 2.32\n", + " 0.068\n", + " 77.0\n", + " 2.08\n", " \n", " \n", " Poisson GLM (plug-in)\n", - " -2360.4\n", + " -2351.4\n", " 0.916\n", - " 0.055\n", + " 0.054\n", " 59.0\n", - " 1.40\n", + " 1.62\n", " \n", " \n", " Model 2 (+history, +year means; R2D2)\n", - " -2270.0\n", - " 0.926\n", + " -2260.1\n", + " 0.928\n", " 0.070\n", - " 61.5\n", - " 1.34\n", + " 53.0\n", + " 1.07\n", " \n", " \n", "\n", @@ -1096,16 +1096,16 @@ ], "text/plain": [ " ELPD ROC-AUC AUC-PR \\\n", - "Model 1 -2308.1 0.923 0.055 \n", - "HGB (tuned, plug-in) -2257.9 0.927 0.061 \n", - "Poisson GLM (plug-in) -2360.4 0.916 0.055 \n", - "Model 2 (+history, +year means; R2D2) -2270.0 0.926 0.070 \n", + "Model 1 -2310.1 0.925 0.053 \n", + "HGB (tuned, plug-in) -2244.6 0.927 0.068 \n", + "Poisson GLM (plug-in) -2351.4 0.916 0.054 \n", + "Model 2 (+history, +year means; R2D2) -2260.1 0.928 0.070 \n", "\n", " captured @ $5M/yr calibration z^2 \n", - "Model 1 45.0 0.99 \n", - "HGB (tuned, plug-in) 66.7 2.32 \n", - "Poisson GLM (plug-in) 59.0 1.40 \n", - "Model 2 (+history, +year means; R2D2) 61.5 1.34 " + "Model 1 49.0 0.86 \n", + "HGB (tuned, plug-in) 77.0 2.08 \n", + "Poisson GLM (plug-in) 59.0 1.62 \n", + "Model 2 (+history, +year means; R2D2) 53.0 1.07 " ] }, "execution_count": 11, @@ -1126,9 +1126,7 @@ "id": "536514d8", "metadata": {}, "source": [ - "Model 2 improves on Model 1 in every planning year (pooled ELPD +38), and the fitted budget says why in one line. Across the seven folds the allocation lands at a stable 60/22/18 split over (GP, history, year) with $\\hat R^2 \\approx 0.007$, comfortably inside the prior — but the two slabs meet different fates. The history coefficient earns a consistent $\\beta_\\text{hist} \\approx 0.25$; the year coefficient comes out at essentially zero (between $-0.07$ and $+0.02$ across folds). The budget offered both components an equal allowance and the data spent only one: pipe-level break history is real signal, while a linear calendar drift adds almost nothing one year ahead. That is the R2D2 prior doing its job, shrinkage you can read.\n", - "\n", - "The scorecard moves accordingly. AUC-PR rises from 0.055 to 0.070, ahead of the tuned trees; captured breaks at \\$5M/yr go from 45 to 61.5; and the ELPD gap to the gradient-boosting bar shrinks from 50 points to 12, with Model 2 outright winning one planning year. What remains on the table: Model 2 still over-forecasts about 11 breaks per year (a single linear year slope has no way to track the level's slow drift), and its calibration loosened to $z^2 = 1.34$. Both point at structure the mean function cannot carry, which is Model 3's opening." + "Model 2 improves on Model 1 in every planning year (pooled ELPD +50), and the fitted budget says why in one line. Across the seven folds the allocation lands at a stable 61/20/18 split over (GP, history, year) with $\\hat R^2 \\approx 0.008$, comfortably inside the prior. The history coefficient earns a consistent $\\beta_\\text{hist} \\approx 0.21$; the year coefficient comes out consistently negative, $\\beta_\\text{year} \\approx -0.09$ (between $-0.04$ and $-0.14$ across folds), a mild downward calendar drift. Both slabs earn their allowance: pipe-level break history is the stronger signal, and the linear year term leans slightly down. That is the R2D2 prior doing its job, shrinkage you can read.\n\nThe scorecard moves accordingly. AUC-PR rises from 0.053 to 0.070, ahead of the tuned trees; captured breaks at \\$5M/yr go from 49 to 53; and the ELPD gap to the gradient-boosting bar shrinks from 65 points to 15, with Model 2 outright winning two of the seven planning years. Calibration tightens to $z^2 = 1.07$, essentially ideal. What remains on the table: Model 2 still over-forecasts about 9 breaks per year, since a single linear year slope cannot track the level's slow drift. That points at structure the mean function cannot carry, which is Model 3's opening." ] }, { @@ -1158,7 +1156,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.14.4" + "version": "3.14.6" } }, "nbformat": 4, From a4a3a8621029c25316c8c015f9c2c4a17efd6254 Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Mon, 20 Jul 2026 19:29:22 -0700 Subject: [PATCH 4/6] Add frozen 7-fold CV caches for cross-machine handoff The seq97 (M1/M2/HGB/GLM) and m4 (M3) fold caches, un-ignored via .gitignore exceptions so a second machine can continue authoring without rerunning the multi-hour CV. Normally gitignored as regenerable; drop before merging to main. --- .gitignore | 5 +++++ notebooks/watermains_cv_m4_2019.pkl | Bin 0 -> 447952 bytes notebooks/watermains_cv_m4_2020.pkl | Bin 0 -> 474624 bytes notebooks/watermains_cv_m4_2021.pkl | Bin 0 -> 487152 bytes notebooks/watermains_cv_m4_2022.pkl | Bin 0 -> 496384 bytes notebooks/watermains_cv_m4_2023.pkl | Bin 0 -> 504560 bytes notebooks/watermains_cv_m4_2024.pkl | Bin 0 -> 509952 bytes notebooks/watermains_cv_m4_2025.pkl | Bin 0 -> 514448 bytes notebooks/watermains_cv_seq97_2019.pkl | Bin 0 -> 1118243 bytes notebooks/watermains_cv_seq97_2020.pkl | Bin 0 -> 1184885 bytes notebooks/watermains_cv_seq97_2021.pkl | Bin 0 -> 1216163 bytes notebooks/watermains_cv_seq97_2022.pkl | Bin 0 -> 1239205 bytes notebooks/watermains_cv_seq97_2023.pkl | Bin 0 -> 1259603 bytes notebooks/watermains_cv_seq97_2024.pkl | Bin 0 -> 1273044 bytes notebooks/watermains_cv_seq97_2025.pkl | Bin 0 -> 1284243 bytes 15 files changed, 5 insertions(+) create mode 100644 notebooks/watermains_cv_m4_2019.pkl create mode 100644 notebooks/watermains_cv_m4_2020.pkl create mode 100644 notebooks/watermains_cv_m4_2021.pkl create mode 100644 notebooks/watermains_cv_m4_2022.pkl create mode 100644 notebooks/watermains_cv_m4_2023.pkl create mode 100644 notebooks/watermains_cv_m4_2024.pkl create mode 100644 notebooks/watermains_cv_m4_2025.pkl create mode 100644 notebooks/watermains_cv_seq97_2019.pkl create mode 100644 notebooks/watermains_cv_seq97_2020.pkl create mode 100644 notebooks/watermains_cv_seq97_2021.pkl create mode 100644 notebooks/watermains_cv_seq97_2022.pkl create mode 100644 notebooks/watermains_cv_seq97_2023.pkl create mode 100644 notebooks/watermains_cv_seq97_2024.pkl create mode 100644 notebooks/watermains_cv_seq97_2025.pkl diff --git a/.gitignore b/.gitignore index 99047b0..ee2aaf1 100644 --- a/.gitignore +++ b/.gitignore @@ -198,3 +198,8 @@ cython_debug/ # Notebook parameter/data caches (regenerable) notebooks/*.pkl notebooks/*_theta.npy + +# Exception: frozen 7-fold CV outputs, committed for the cross-machine handoff so the +# laptop can continue without rerunning the multi-hour CV. 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0 HcmV?d00001 From 7b35ec8d34e6bc3eb751c5dc99e10604ce191b9c Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Mon, 20 Jul 2026 19:36:34 -0700 Subject: [PATCH 5/6] Untrack local setup-jupyter-mcp.sh; neutralize CV-cache ignore comment setup-jupyter-mcp.sh is a one-off local JupyterLab/MCP setup helper, not project code; removed from tracking (local copy retained). The frozen-cache .gitignore exception comment no longer references machine-specific handoff. --- .gitignore | 4 +- scripts/setup-jupyter-mcp.sh | 106 ----------------------------------- 2 files changed, 2 insertions(+), 108 deletions(-) delete mode 100755 scripts/setup-jupyter-mcp.sh diff --git a/.gitignore b/.gitignore index ee2aaf1..9c3d071 100644 --- a/.gitignore +++ b/.gitignore @@ -199,7 +199,7 @@ cython_debug/ notebooks/*.pkl notebooks/*_theta.npy -# Exception: frozen 7-fold CV outputs, committed for the cross-machine handoff so the -# laptop can continue without rerunning the multi-hour CV. Drop before merging to main. +# Exception: frozen 7-fold CV outputs, tracked so the notebook and dev scripts reproduce +# without rerunning the multi-hour CV. Regenerable; drop before merging to main. !notebooks/watermains_cv_seq97_*.pkl !notebooks/watermains_cv_m4_*.pkl diff --git a/scripts/setup-jupyter-mcp.sh b/scripts/setup-jupyter-mcp.sh deleted file mode 100755 index 01862f4..0000000 --- a/scripts/setup-jupyter-mcp.sh +++ /dev/null @@ -1,106 +0,0 @@ -#!/usr/bin/env bash -# -# setup-jupyter-mcp.sh -# -# Reproduce the JupyterLab + Jupyter MCP server setup on a new machine. -# Sets up: -# 1. The shared token env file (~/.config/jupyter-mcp.env) -# 2. The `jlab` launcher function in ~/.zshrc -# 3. The Claude Code `jupyter` MCP server (user scope) -# -# Prerequisites (installed automatically where possible): -# - uv / uvx : runs the MCP server package -# - jupyterlab : install into your ptgp conda env -# - jupyter-collaboration : required by the MCP server for live editing -# -# Usage: -# bash setup-jupyter-mcp.sh -# -# Idempotent: safe to re-run. Existing config is left in place unless missing. - -set -euo pipefail - -# --- Shared tokens (keep identical across machines so JUPYTER_TOKEN matches) --- -JUPYTER_TOKEN="J7NWWjS5VKrGMi5Zv14-EkVoTIO3aejOxkGjHVnFj50" -MCP_TOKEN="QNcgURDRbx17PyT7wqG3pxFwB2bOIgndxO9jekrVDSU" - -ENV_FILE="$HOME/.config/jupyter-mcp.env" -ZSHRC="$HOME/.zshrc" - -echo "==> 1/4 Installing uv (provides uvx) if missing" -if ! command -v uvx >/dev/null 2>&1; then - curl -LsSf https://astral.sh/uv/install.sh | sh - # uv installs to ~/.local/bin - export PATH="$HOME/.local/bin:$PATH" -else - echo " uvx already installed: $(command -v uvx)" -fi - -echo "==> 2/4 Writing shared token file: $ENV_FILE" -mkdir -p "$(dirname "$ENV_FILE")" -if [ -f "$ENV_FILE" ]; then - echo " $ENV_FILE already exists, leaving it in place." -else - cat > "$ENV_FILE" < 3/4 Adding jlab() launcher to $ZSHRC" -if grep -q "^jlab()" "$ZSHRC" 2>/dev/null; then - echo " jlab() already defined in $ZSHRC, skipping." -else - cat >> "$ZSHRC" <<'EOF' - -# Launch JupyterLab wired to the Jupyter MCP server. -# Sources the shared token file so JUPYTER_TOKEN matches the MCP config. -jlab() { - # Activate the project env so notebooks run against ptgp. - conda activate ptgp 2>/dev/null || true - set -a; source ~/.config/jupyter-mcp.env; set +a - jupyter lab \ - --port 8888 \ - --ip 127.0.0.1 \ - --IdentityProvider.token "$JUPYTER_TOKEN" -} -EOF - echo " appended jlab() to $ZSHRC" -fi - -echo "==> 4/4 Registering the jupyter MCP server with Claude Code (user scope)" -if claude mcp get jupyter >/dev/null 2>&1; then - echo " 'jupyter' MCP server already registered, skipping." - echo " (to reset: claude mcp remove jupyter -s user, then re-run)" -else - claude mcp add jupyter -s user \ - -e JUPYTER_URL=http://localhost:8888 \ - -e "JUPYTER_TOKEN=$JUPYTER_TOKEN" \ - -e "MCP_TOKEN=$MCP_TOKEN" \ - -e ALLOW_IMG_OUTPUT=true \ - -- uvx jupyter-mcp-server@latest - echo " registered." -fi - -cat <<'EOF' - -Done. Next steps: - - 1. Install JupyterLab into your ptgp env (once): - conda activate ptgp - pip install jupyterlab jupyter-collaboration - - 2. Reload your shell: - source ~/.zshrc - - 3. Start the lab server: - jlab - - 4. In another terminal, confirm the MCP server connects: - claude mcp get jupyter # should show: Connected - -The order matters: jlab (the Jupyter server) must be running for the -MCP server to connect. -EOF From 98f5efaf94191a08252874795ae20b747b01ac91 Mon Sep 17 00:00:00 2001 From: Bill Engels Date: Mon, 20 Jul 2026 19:38:14 -0700 Subject: [PATCH 6/6] Update water mains plan: desktop 3000-step CV results and handoff state Records the frozen 7-fold pooled table (M3 beats HGB, -2232.4 vs -2244.6), the beta_year sign change to consistently negative at 3000 steps, the notebook rewire/execution state, and the remaining Model 3 and decision-theory authoring work. --- notebooks/watermains_plan.md | 44 +++++++++++++++++++++++++++++++++++- 1 file changed, 43 insertions(+), 1 deletion(-) diff --git a/notebooks/watermains_plan.md b/notebooks/watermains_plan.md index d6c7b80..b192bf0 100644 --- a/notebooks/watermains_plan.md +++ b/notebooks/watermains_plan.md @@ -259,11 +259,53 @@ python notebooks/dev/m4_cv.py (M3-final 7-fold at 2500 steps; cac First run re-downloads the Kitchener data into notebooks/watermains_cache.pkl. All pickles are gitignored; the dev scripts derive paths from their own location. -NEXT: (1) both CVs on the desktop; (2) freeze the pooled five-row table; (3) notebook: +NEXT (superseded by the 2026-07-20 section below): (1) both CVs on the desktop; (2) freeze the +pooled five-row table; (3) notebook: refresh hidden cells to the seq97/m4 caches, add the Model 3 section, the kappa_t anomaly-detection figure, then the decision-theory sections; (4) supplement; (5) M3 tweaks only if the full CV results warrant them. +## Desktop CV complete (2026-07-20) + +Both walk-forward CVs reran on the Ubuntu desktop with ALL THREE GP MODELS AT 3000 STEPS +(user-set, superseding the 700-step M1/M2 and 2500-step M3 budgets). The dev scripts now run +folds parallel-by-fold via a WM_FOLDS subset selector (2 folds x 6 MKL threads on the 12-core +desktop); ladder ~2.4h, M3 ~1.7h wall-clock. + +FROZEN POOLED 7-fold (1997 panel, M=1024, 3000 steps): ELPD / ROC / AP / cap@5M / z2 / bias +M1 -2310.1 / 0.925 / 0.053 / 49.0 / 0.86 / 16.4 +M2 -2260.1 / 0.928 / 0.070 / 53.0 / 1.07 / 9.1 +HGB -2244.6 / 0.927 / 0.068 / 77.0 / 2.08 / 3.3 +GLM -2351.4 / 0.916 / 0.054 / 59.0 / 1.62 / 5.8 +M3 -2232.4 / 0.929 / 0.074 / 54.8 / 1.34 / 9.2 +M3 beats tuned HGB on ELPD (+12.2 +- 9.4 pooled, ~1.3 SE, inside 2 SE) and on ROC/AP/z2; the +hard target is met, though not by a >2 SE ELPD margin. m3-m2 +27.7 +- 8.6. GLM reproduced the +laptop to the decimal (-2351.4), confirming the pipeline is faithful across machines. M3 +posterior budget phi ~ [0.20 base, 0.23 trend, 0.33 hist, 0.07 year, 0.16 frailty], +sigma_y ~ 0.25, R2 ~ 0.005. + +BETA_YEAR SIGN CHANGE (supersedes "beta_year ~ 0 on the honest panel" in the earlier sections): +at 3000 steps M2's year coefficient is CONSISTENTLY NEGATIVE, beta_year ~ -0.09 (range -0.04 to +-0.14 across folds), not the near-zero value the 700-step fits showed. The longer optimization +lets the single linear year term pick up a mild declining calendar drift, coherent with the +honest 2010-2024 downtrend. M2 allocation 61/20/18 (GP/hist/year), R2hat ~ 0.008, +beta_hist ~ 0.21. Interpret this when the Model 3 / model-criticism narrative is written. + +NOTEBOOK: watermains.ipynb rewired to the seq97 caches (run_model reads them, no refit) and +executed top-to-bottom through Model 2 (0 errors); the M1/M2/HGB/GLM tables and the M2 +commentary are refreshed to the 3000-step numbers. Still to author: the Model 3 section, the +kappa_t anomaly figure, and the decision-theory sections. Minor: cell-18 R2 anchor figures +(realized ~1.4%, amplitude ~0.7%) not yet synced. + +HANDOFF: the 14 seq97/m4 caches are committed on this branch (targeted .gitignore exception) so a +second machine continues without rerunning the multi-hour CV. Drop them before merging to main +(regenerable; the docs notebook ships with baked-in outputs). The raw data cache +(watermains_cache.pkl) is NOT committed; first run re-downloads the Kitchener data. + +NEXT: (1) author the Model 3 + decision-theory sections against the m4 caches; (2) interpret the +negative beta_year; (3) sync the cell-18 figures; (4) supplement; (5) drop the handoff caches +before merge. + DEFERRED, OUT OF SCOPE for this example (filed in lifetracker projects/ptgp-future.md): HSGP component blocks; the Titsias 2025 tighter SVGP/VFE bounds; the component-VI block protocol / API work; Vecchia; CG/SLQ solver backends.

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