feat(reports): leftover-map singular values on leftover-map graphic-display axes (v2.81.0) - #865
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…isplay axes (v2.81.0)
Caption leftover-map graphic-display axes with persisted leftover-map singular
values σ_k (ADR 0324). Graphic copy stays leftover-map axis {k} σ {value}
({share}%) so it stays distinct from leftover-axis leftover axis {k} σ {value}
{share}%, from comparison leftover-axis leftover map comparison leftover axis
{k} σ {value} {share}%, and from comparison graphic leftover map comparison
graphic leftover-map axis {k} σ {value} ({share}%). Rank-0 unused axes still
name σ 0.00. Share and singular value omit independently. Do not invent σ_k
from leftover-map axis share. Never invent a leftover score. Never invent a
theta.
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Cycle 2026-08-31 11:20 KST. Exact head |
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Cycle 2026-08-31 11:16 KST. Writes work. Exact head |
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Cycle 2026-08-31 11:16 KST. Writes work as seonghobae. Exact head Next buyer increment stacked locally this cycle: leftover-map singular values on leftover-axis report badges independently of leftover-map axis share (ADR 0325 / v2.82.0) on |
1 participant
Summary
σ_k(ADR 0324 / v2.81.0).make seed, leftover-map graphic-display axes name persisted leftover-map singular values when finite together with persisted leftover-map axis share; click a leftover pair opens that post.leftover-map axis {k} σ {value} ({share}%)so they stay distinct from leftover-axisleftover axis {k} σ {value} {share}%(ADR 0322), from comparison leftover-axisleftover map comparison leftover axis {k} σ {value} {share}%(ADR 0323), and from comparison graphicleftover map comparison graphic leftover-map axis {k} σ {value} ({share}%)(ADR 0321).σcaption and keepsleftover-map axis {k} ({share}%). Rank-0 unused axes still nameσ 0.00. Do not inventσ_kfrom leftover-map axis share.feat/leftover-map-compare-axis-singular-v2800/ feat(reports): leftover-map singular values on comparison leftover-axis badges (v2.80.0) #863 @52b3597). Leave this PR open for independent review. Do not squash-merge onto the unprotected leftover base. Do not self-approve. After independent review, retarget onto leftover-coordinates (feat/leftover-map-coordinates-v2240/ feat(reports): persist leftover-map coordinates (v2.24.0) #782) rather than squash-merging here. Issues Milestone 2: port verified direct-PostgreSQL analysis into the protected product architecture #79 and Milestone 2.1: add normalized runtime-analysis schema bridge after v0.77 #87 stay open. Do not merge revert: undo #782 squash until independent APPROVE #808 without independent APPROVE.Test plan
leftoverMapPlotAxisSingular.test.tsleftover-map graphic-display axis badges read 1.84/0.82, name rank-0 0, omit NaN/Infinity/null/negative independently of share, do not invent σ from leftover-map axis share, stay distinct from leftover-axis / comparison leftover-axis / comparison graphic copyLeftoverMapPlot.test.tsxleftover-map graphic names leftover-map axis 1 σ 1.84 (82%) / leftover-map axis 2 σ 0.86 (18%); rank-0 leftover-map axis 1 σ 0.00 (0%); missing share leftover-map axis 1 σ 1.84; omitted σ keeps leftover-map axis 1 (82%)LeftoverPairList.test.tsxleftover-map graphic names leftover-map axis 1 σ 1.84 (82%) / leftover-map axis 2 σ 0.86 (18%)App.test.tsxperiod leftover-map graphic names leftover-map axis 1 σ 1.84 (82%) / leftover-map axis 2 σ 0.86 (18%); grouping comparison keeps leftover map comparison graphic leftover-map axis 1 σ 1.84 (82%) and leftover map comparison leftover axis 1 σ 1.84 82% and omits leftover-map axis 1 σ 1.84 (82%)i18n.test.tsrequired keys for leftover-map graphic-display σ + share in ko/zh/ja/vimake seed, leftover-map graphic-display axes name leftover-map singular values; click opens that post.Evidence boundary
Authenticated PostgreSQL API and k6 runtime acceptance are not claimed. No real records or credentials. Synthetic fixtures only.
Independent approval is required. No self-approval, admin bypass, or force push.
Jeon, M., Jin, I. H., Schweinberger, M., & Baugh, S. (2021). Mapping unobserved item–respondent interactions: A latent space item response model with interaction map. Psychometrika, 86(2), 378–403.
Gabriel, K. R. (1971). The biplot graphic display of matrices with application to principal component analysis. Biometrika, 58(3), 453–467.