diff --git a/ipynb/StarBattle.ipynb b/ipynb/StarBattle.ipynb
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--- /dev/null
+++ b/ipynb/StarBattle.ipynb
@@ -0,0 +1,456 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "
Peter Norvig Aug 2021
\n",
+ "\n",
+ "# Star Battle Puzzles\n",
+ "\n",
+ "If you thought this notebook was going to be about a video game like StarCraft®, I'm sorry to disapoint you. Instead it is about [**Star Battle puzzles**](https://www.puzzle-star-battle.com/), a genre of Sudoku-like puzzles with these properties:\n",
+ "\n",
+ "- Like Sudoku, you start with an *N*×*N* board and fill in cells.\n",
+ "- Like Sudoku, an *N*×*N* board has 3*N* **units**: *N* columns, *N* rows, and *N* boxes.\n",
+ "- Like Sudoku, a well-formed puzzle has exactly one solution.\n",
+ "- Unlike Sudoku, the boxes have irregular shapes (not squares) and differing numbers of cells.\n",
+ "- Unlike Sudoku, there are only 2 possible values for each cell: star or blank (not 9 digits).\n",
+ "- Unlike Sudoku,\n",
+ "- The constraints are:\n",
+ " - Each unit (column, row, or box) must have exactly *S* stars.\n",
+ " - Two stars cannot be adjacent (not even diagonally).\n",
+ "\n",
+ "\n",
+ "\n",
+ "Here is a board (*S*=2, *N*=10) and its solution from a helpful [Star Battle Rules and Info](https://www.gmpuzzles.com/blog/star-battle-rules-and-info/) page:\n",
+ "\n",
+ "\n",
+ "\n",
+ "This “24”-themed puzzle was created by Thomas Snyder for the 24-Hours Puzzle Championship in Hungary in 2012.\n",
+ "\n",
+ "# Representation\n",
+ "\n",
+ "Here's how I will represent Star Battle puzzles:\n",
+ "\n",
+ "- A **cell** is an integer in `range(N * N)`.\n",
+ " - The top row is cells 0, 1, 2, ... left-to-right; the second row is *N*, *N* + 1, *N* + 2, ...; etc.\n",
+ "- A **unit** is a set of cells.\n",
+ "- A **board** is a named tuple with the attributes:\n",
+ " - `N`: the number of cells on each side of the *N*×*N* board.\n",
+ " - `S`: the number of stars per unit in a solution.\n",
+ " - `units`: a list of all the units on the board.\n",
+ " - `units_for`: a dict where `units_for[c]` is a list of the units that cell `c` is in.\n",
+ " - `pic`: a string; a graphical picture of the differently-shaped boxes.\n",
+ "- An intermediate **state** in a search for a solution is a named tuple with the attributes:\n",
+ " - `units`: list of units that have not yet been filled with *S* stars each.\n",
+ " - `stars`: set of cells that have been determined (or guessed) to contain a star.\n",
+ " - `unknowns`: set of cells that might contain either a star or a blank.\n",
+ "- A **solution** is a set of cells where the stars go.\n",
+ "- A **failure** to find a solution is indicated by `None`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from collections import namedtuple\n",
+ "from functools import lru_cache\n",
+ "from typing import Optional, Iterator, Set, List\n",
+ "\n",
+ "Cell = int\n",
+ "Board = namedtuple('Board', 'N, S, units, units_for, pic')\n",
+ "State = namedtuple('State', 'units, stars, unknowns')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Representing Boards\n",
+ "\n",
+ "We can describe the differently-shaped boxes with a **picture** consisting of of *N* lines of *N* non-whitespace characters, where each of *N* distinct characters in the picture corresponds to a box, as in this picture of a 5×5 board with 5 boxes:\n",
+ " \n",
+ " , + ' ' '\n",
+ " , + : : '\n",
+ " , + : : .\n",
+ " , . . . .\n",
+ " , . . . ."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def make_board(S, picture) -> Board:\n",
+ " \"\"\"Create a `Board` from a picture of the boxes.\"\"\"\n",
+ " pic = ''.join(picture.split()) # eliminate whitespace from picture\n",
+ " N = int(len(pic) ** 0.5) # N is √(number of cells)\n",
+ " assert len(pic) == N * N\n",
+ " side = range(0, N)\n",
+ " cols = [{N * r + c for r in side} for c in side]\n",
+ " rows = [{N * r + c for c in side} for r in side]\n",
+ " boxes = [indexes(pic, ch) for ch in set(pic)] \n",
+ " units = cols + rows + boxes\n",
+ " units_for = {c: [u for u in units if c in u]\n",
+ " for c in range(N * N)}\n",
+ " return Board(N, S, units, units_for, pic)\n",
+ "\n",
+ "def indexes(sequence, item) -> Set[int]:\n",
+ " \"\"\"All indexes in sequence where item appears.\"\"\"\n",
+ " return {i for i in range(len(sequence)) if sequence[i] == item}"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Here's the 5×5 board, and the [board](https://krazydad.com/play/starbattle/?kind=10x10&volumeNumber=1&bookNumber=24&puzzleNumber=18) Barry Hayes shared to introduce me to this type of puzzle, and the \"24\" board. Note that in the \"24\" board the boxes \"2\" and \"t\" form interlocking figure 2s and the boxes \"4\" and \"f\" form interlocking figure 4s."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "board5x5 = make_board(1, \"\"\"\n",
+ ", + ' ' '\n",
+ ", + : : '\n",
+ ", + : : .\n",
+ ", . . . .\n",
+ ", . . . .\n",
+ "\"\"\")\n",
+ "\n",
+ "board1 = make_board(2, \"\"\"\n",
+ "` . . . . . | ; ; ;\n",
+ "` . . . . . | ; ; ;\n",
+ "` ` ` . . . | ; ; ;\n",
+ "` , ` . . . . ; ; ;\n",
+ ", , , . . + + = = =\n",
+ ", , : : + + + + + +\n",
+ ", : : ' ' ' ' ' ' +\n",
+ ", : : - - ' ' ' ' '\n",
+ ", : : : - - - ' ' '\n",
+ ", , , - - - - ' ' '\n",
+ "\"\"\") \n",
+ "\n",
+ "board24 = make_board(2, \"\"\"\n",
+ ". . . ' ' , , , , ,\n",
+ ". 2 2 2 ' 4 , 4 , -\n",
+ ". . . 2 ' 4 , 4 - -\n",
+ ". 2 2 2 ' 4 4 4 - -\n",
+ ". 2 t t t ; f 4 f -\n",
+ ". 2 2 2 t ; f 4 f -\n",
+ ". . t t t ; f f f -\n",
+ ": : t ; ; ; ; ; f -\n",
+ ": : t t t : - ; f -\n",
+ ": : : : : : - - - -\n",
+ "\"\"\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Solving Strategy\n",
+ "\n",
+ "I will solve puzzles using **depth-first search** with **constraint propagation**. \n",
+ "\n",
+ "By \"depth-first search\" I mean a procedure that starts from a current state, then creates a new state with a guess that a star should go into some cell *c*, and then tries to solve the rest of the puzzle from the new state. If there is no solution, back up to the old state and guess a different cell for the star. \n",
+ "\n",
+ "By \"constraint propagation\" I mean that whenever a star is placed, check what implications this has for the rest of the board: what blanks and/or stars *must* be placed in what cells. Constraint propagation may be able to prove that the original guess leads to failure, and it may make future guesses easier. \n",
+ "\n",
+ "Note that search always creates a new state for each guess (leaving the old state unaltered so that we can back up to it) and constraint propagation always mutates the state (because the changes are inevitable consequences, not guesses). \n",
+ "\n",
+ "# Constraint Propagation\n",
+ "\n",
+ "The constraint propagation rules are:\n",
+ " \n",
+ "When we **put a star** in a cell:\n",
+ " - Mutate the current state by adding the cell to the set of stars and removing it from the unknowns.\n",
+ " - If any of the cell's units has more than *S* stars, then fail (return `None`).\n",
+ " - Put a blank in each adjacent cell. If you can't, fail.\n",
+ "\n",
+ "When we **put a blank** in a cell:\n",
+ " - Mutate the current state by removing the cell from the unknowns.\n",
+ " - For each of the cell's units:\n",
+ " - If the number of stars plus unknown cells in the unit is less than *S*, then fail.\n",
+ " - If the number equals *S*, then put stars in the unknown cells. If you can't, fail."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def put_star(cell, board, state) -> Optional[State]:\n",
+ " \"\"\"Put a star on the board in the given cell. Mutates state.\n",
+ " Return `None` if it is not possible to place star.\"\"\"\n",
+ " if cell in state.stars:\n",
+ " return state # Already put star in cell\n",
+ " state.unknowns.remove(cell)\n",
+ " state.stars.add(cell)\n",
+ " for unit in board.units_for[cell]:\n",
+ " if count_stars(unit, state) > board.S:\n",
+ " return None\n",
+ " for c in neighbors(cell, board.N):\n",
+ " if c in state.stars or not put_blank(c, board, state):\n",
+ " return None\n",
+ " return state\n",
+ " \n",
+ "def put_blank(cell, board, state) -> Optional[State]:\n",
+ " \"\"\"Put a blank on the board in the given cell. Mutates state.\n",
+ " Return `None` if it is not possible to place blank.\"\"\"\n",
+ " if cell not in state.unknowns:\n",
+ " return state # Already put blank in cell\n",
+ " state.unknowns.remove(cell)\n",
+ " for unit in board.units_for[cell]:\n",
+ " s = count_stars(unit, state)\n",
+ " unknowns = unit & state.unknowns\n",
+ " if s + len(unknowns) < board.S:\n",
+ " return None\n",
+ " if s + len(unknowns) == board.S:\n",
+ " if not all(put_star(c, board, state) for c in unknowns):\n",
+ " return None\n",
+ " return state"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def count_stars(unit, state) -> int: return len(unit & state.stars)\n",
+ "\n",
+ "@lru_cache()\n",
+ "def neighbors(cell, N) -> Set[Cell]:\n",
+ " \"\"\"The set of cells that neighbor a given cell on an N×N board.\"\"\"\n",
+ " dxs = {0, +1 if cell % N != N - 1 else 0, -1 if cell % N != 0 else 0}\n",
+ " dys = {0, +N if cell + N < N ** 2 else 0, -N if cell >= N else 0}\n",
+ " return {cell + dx + dy \n",
+ " for dy in dys for dx in dxs if dx or dy}"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Depth-First Search\n",
+ "\n",
+ "Here are the two more main functions to do search:\n",
+ "1. `solve(board)`: a wrapper function that calls `search` and prints the results.\n",
+ "2. `search(board, state)`: where the real work of searching for a solution is done."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def solve(board) -> Set[Cell]:\n",
+ " \"\"\"Call `search` with an initial state; print board and return solution stars.\n",
+ " Raise an error if there is no solution.\"\"\"\n",
+ " stars = next(search(board, initial_state(board))).stars\n",
+ " print_board(board, stars)\n",
+ " return stars\n",
+ "\n",
+ "def search(board, state) -> Iterator[State]:\n",
+ " \"\"\"Recursive depth-first search for solution(s) to a Star Battle puzzle.\"\"\"\n",
+ " while state.units and count_stars(state.units[0], state) == board.S:\n",
+ " state.units.pop(0) # Discard filled unit(s)\n",
+ " if not state.units: # Succeed\n",
+ " yield state\n",
+ " else: # Guess and recurse\n",
+ " for c in state.units[0] & state.unknowns:\n",
+ " guess_state = put_star(c, board, copy_state(state))\n",
+ " if guess_state is not None:\n",
+ " yield from search(board, guess_state)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The inputs to `search` are the static `board` and the dynamic `state` of computation, but what the output should be is less obvious; I considered two choices:\n",
+ "1. `search` returns the first state that represents a solution, or `None` if there is no solution.\n",
+ "2. `search` is a generator that yields all states that represent a solution.\n",
+ "\n",
+ "I decided on the second choice for `search`, even though `solve` only looks at the first solution. That way `search` could be used to verify that puzzles are well-formed, for example.`search` works as follows:\n",
+ " - While the state's first unit is already filled with *S* stars, discard that unit and move on to the next one.\n",
+ " - If the state has no remaining unfilled units, then succeed: yield the state.\n",
+ " - Otherwise, guess and recurse: for each unknown cell *c* in the first unit, create a new state with a star in cell *c*, and if placing the star does not lead to constraint-propagation failure then recursively search from that state.\n",
+ "\n",
+ "Below are the remaining minor functions. *Note:* in `initial_state`, the `units` are `sorted` smallest-unit first, because if, say, a board has *S*=2 and the smallest unit has 3 cells, then you have a 2/3 chance of guessing correctly where the 2 stars should go. With larger units you would be more likely to guess wrong and waste time backing up, so better to do small units first and large units later, when constraint propagation has eliminated some unknown cells."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def copy_state(s: State): return State(s.units[:], set(s.stars), set(s.unknowns))\n",
+ "\n",
+ "def initial_state(board) -> State: \n",
+ " \"\"\"The initial state to start the search for a solution to `board`.\"\"\"\n",
+ " return State(units=sorted(board.units, key=len), \n",
+ " stars=set(), unknowns=set(range(board.N ** 2)))\n",
+ "\n",
+ "def print_board(board, stars) -> None:\n",
+ " \"\"\"Print a representation of the board before and after placing the stars.\n",
+ " The output is not beautiful, but it is readable.\"\"\"\n",
+ " N = board.N\n",
+ " def row(chars, i) -> str: return ' '.join(chars[i * N:(i + 1) * N])\n",
+ " filled = [('*' if c in stars else ch) for c, ch in enumerate(board.pic)]\n",
+ " for i in range(N):\n",
+ " print(row(board.pic, i), ' ' * N, row(filled, i))\n",
+ " print('Valid' if is_solution(board, stars) else 'Invalid', 'solution')\n",
+ " \n",
+ "def is_solution(board, stars) -> bool:\n",
+ " \"\"\"Verify that all units have S stars and that stars are non-adjacent.\"\"\"\n",
+ " return (all(len(stars & unit) == board.S\n",
+ " for unit in board.units) and\n",
+ " all(c1 not in neighbors(c2, board.N)\n",
+ " for c1 in stars for c2 in stars))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Solutions\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "solve(board5x5)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "` . . . . . | ; ; ; ` . . . . . * ; * ;\n",
+ "` . . . . . | ; ; ; ` * . . * . | ; ; ;\n",
+ "` ` ` . . . | ; ; ; ` ` ` . . . * ; * ;\n",
+ "` , ` . . . . ; ; ; * , * . . . . ; ; ;\n",
+ ", , , . . + + = = = , , , . . + + * = *\n",
+ ", , : : + + + + + + , , : * + * + + + +\n",
+ ", : : ' ' ' ' ' ' + , * : ' ' ' ' ' ' *\n",
+ ", : : - - ' ' ' ' ' , : : * - * ' ' ' '\n",
+ ", : : : - - - ' ' ' * : : : - - - * ' '\n",
+ ", , , - - - - ' ' ' , , * - * - - ' ' '\n",
+ "Valid solution\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "{6, 8, 11, 14, 26, 28, 30, 32, 47, 49, 53, 55, 61, 69, 73, 75, 80, 87, 92, 94}"
+ ]
+ },
+ "execution_count": 9,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "solve(board1)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ ". . . ' ' , , , , , . . . ' ' , * , , *\n",
+ ". 2 2 2 ' 4 , 4 , - . 2 * 2 * 4 , 4 , -\n",
+ ". . . 2 ' 4 , 4 - - * . . 2 ' 4 , * - -\n",
+ ". 2 2 2 ' 4 4 4 - - . 2 * 2 * 4 4 4 - -\n",
+ ". 2 t t t ; f 4 f - . 2 t t t ; f * f *\n",
+ ". 2 2 2 t ; f 4 f - * 2 2 2 t * f 4 f -\n",
+ ". . t t t ; f f f - . . t * t ; f f * -\n",
+ ": : t ; ; ; ; ; f - : * t ; ; * ; ; f -\n",
+ ": : t t t : - ; f - : : t * t : - ; * -\n",
+ ": : : : : : - - - - : * : : : : * - - -\n",
+ "Valid solution\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "{6, 9, 12, 14, 20, 27, 32, 34, 47, 49, 50, 55, 63, 68, 71, 75, 83, 88, 91, 96}"
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "solve(board24)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "CPU times: user 195 ms, sys: 2.98 ms, total: 198 ms\n",
+ "Wall time: 197 ms\n"
+ ]
+ }
+ ],
+ "source": [
+ "%%time\n",
+ "for board in (board5x5, board1, board24):\n",
+ " assert next(search(board, initial_state(board))).stars"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
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@@ -0,0 +1,1017 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Peter Norvig 2006, 2021
\n",
+ "\n",
+ "# Solving Any Sudoku Puzzle\n",
+ "\n",
+ "The rules of Sudoku are simple and finite: fill in the empty squares so that each column, row, and 3x3 box contains all the digits from 1 to 9:\n",
+ "\n",
+ "|Puzzle|Solution|\n",
+ "|---|---|\n",
+ "|||\n",
+ "\n",
+ "This notebook develops a program to solve any Sudoku puzzle, in about 100 lines of Python. You can also see:\n",
+ " - The original 2006 version of this notebook, as a [raw HTML page](http://norvig.com/sudoku.html): \n",
+ " - It uses some outdated Python idioms; the Python code in this notebook is more modern.\n",
+ " - Thus, if you read this notebook, you don't need to see the older version.\n",
+ " - However, the disqus comments might be of some interest.\n",
+ " - [A Java program for Sudoku](SudokuJava.ipynb) that solves over 100,000 puzzles per second.\n",
+ " - [A Python program for Star Battle](StarBattle.ipynb), a related fill-in-the-grid puzzle game.\n",
+ "\n",
+ "\n",
+ "# Sudoku: Implementing Basic Concepts \n",
+ "\n",
+ "Here are the key concepts and the Python implementation choices I made:\n",
+ "\n",
+ "- **Digit**: the digits are the characters `'1'` to `'9'`. \n",
+ "- **Digit set**: when several digits could fill a square, use `'123'` to mean 1, 2, or 3 are possible.\n",
+ "- **Rows**: by convention the 9 rows have labels `'A'` to `'I'` (top to bottom). \n",
+ "- **Columns**: by convention the 9 columns have labels `'1'` to `'9'` (left to right).\n",
+ "- **Boxes**: the 9 boxes are 3×3 squares within the grid (outlined with heavy black lines in the diagram). \n",
+ "- **Square**: a square is named by the concatenation of its row and column labels, e.g. `'A9'` is the upper-rightmost square.\n",
+ " - `squares` is a tuple of all 81 squares.\n",
+ "- **Grid**: a grid of 81 squares is represented as a dict of `{Square: DigitSet}` such as `{'A9': '123', ...}`.\n",
+ " - `Fail` represents a grid that has no solution (e.g. if we guess wrong on the filler for some square).\n",
+ "- **Picture**: for input and output, a string *picture* of the grid is used (details described below).\n",
+ "- **Unit**: a unit is a row, column, or box; each unit is a list of 9 squares. \n",
+ " - `all_units` is a tuple of all 27 units.\n",
+ " - `units[s]` is a tuple of the 3 units that square `s` is a part of.\n",
+ "- **Peers**: the squares that share a unit are called peers. \n",
+ " - `peers[s]` is a set of 20 squares that are in some unit with `s`.\n",
+ "- **Solution**: A grid is a valid solution to a puzzle if:\n",
+ " - A square that was filled with a digit in the puzzle has the same digit in the solution.\n",
+ " - Every unit is filled with all nine digits, one to a square, no repeats."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import re\n",
+ "\n",
+ "DigitSet = str # e.g. '123'\n",
+ "Square = str # e.g. 'A9'\n",
+ "Picture = str # e.g. \"53..7....6..195....98....6.8...6...34..8.3..17...2...6.6....28....419..5....8..79\"\n",
+ "Grid = dict # E.g. {'A9': '123', ...}, a dict of {Square: DigitSet}\n",
+ "Fail = Grid() # The empty Grid is used to indicate failure to find a solution\n",
+ "\n",
+ "def cross(A, B) -> tuple:\n",
+ " \"Cross product of strings in A and strings in B.\"\n",
+ " return tuple(a + b for a in A for b in B)\n",
+ "\n",
+ "digits = '123456789'\n",
+ "rows = 'ABCDEFGHI'\n",
+ "cols = digits\n",
+ "squares = cross(rows, cols)\n",
+ "all_boxes = [cross(rs, cs) for rs in ('ABC','DEF','GHI') for cs in ('123','456','789')]\n",
+ "all_units = [cross(rows, c) for c in cols] + [cross(r, cols) for r in rows] + all_boxes\n",
+ "units = {s: tuple(u for u in all_units if s in u) for s in squares}\n",
+ "peers = {s: set().union(*units[s]) - {s} for s in squares}\n",
+ "\n",
+ "def is_solution(solution: Grid, puzzle: Grid) -> bool:\n",
+ " \"Is this proposed solution to the puzzle actually valid?\"\n",
+ " return (solution is not Fail and\n",
+ " all(solution[s] == puzzle[s] for s in squares if len(puzzle[s]) == 1) and\n",
+ " all({solution[s] for s in unit} == set(digits) for unit in all_units))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For example,\n",
+ "here are the three units (and the 20 peers) for the square C2 :\n",
+ "\n",
+ "\n",
+ ". A2 . |. . . |. . . . . . |. . . |. . . A1 A2 A3|. . . |. . . \n",
+ ". B2 . |. . . |. . . . . . |. . . |. . . B1 B2 B3|. . . |. . . \n",
+ ". C2 . |. . . |. . . C1 C2 C3|C4 C5 C6|C7 C8 C9 C1 C2 C3|. . . |. . . \n",
+ "--------+--------+-------- --------+--------+-------- --------+--------+-------- \n",
+ ". D2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ ". E2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ ". F2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ "--------+--------+-------- --------+--------+-------- --------+--------+-------- \n",
+ ". G2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ ". H2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ ". I2 . |. . . |. . . . . . |. . . |. . . . . . |. . . |. . . \n",
+ " \n",
+ "\n",
+ " \n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "(('A2', 'B2', 'C2', 'D2', 'E2', 'F2', 'G2', 'H2', 'I2'),\n",
+ " ('C1', 'C2', 'C3', 'C4', 'C5', 'C6', 'C7', 'C8', 'C9'),\n",
+ " ('A1', 'A2', 'A3', 'B1', 'B2', 'B3', 'C1', 'C2', 'C3'))"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "units['C2']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "{'A1',\n",
+ " 'A2',\n",
+ " 'A3',\n",
+ " 'B1',\n",
+ " 'B2',\n",
+ " 'B3',\n",
+ " 'C1',\n",
+ " 'C3',\n",
+ " 'C4',\n",
+ " 'C5',\n",
+ " 'C6',\n",
+ " 'C7',\n",
+ " 'C8',\n",
+ " 'C9',\n",
+ " 'D2',\n",
+ " 'E2',\n",
+ " 'F2',\n",
+ " 'G2',\n",
+ " 'H2',\n",
+ " 'I2'}"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "peers['C2']"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Roads not taken\n",
+ "\n",
+ "I made my implementation choices for clarity and ease of debugging. There are alternative choices I could have made:\n",
+ "- **Digit**: could have been an `int`, but:\n",
+ " - There is no need to do arithmetic on digits (all that matters is that they are unique).\n",
+ " - I wanted the compact DigitSet representation.\n",
+ "- **Digit set**: I considered two other options:\n",
+ " - `set` of digits: a good choice, but:\n",
+ " - I would then need to do a `deepcopy` of each grid, not just a copy.\n",
+ " - The printed representation `'123'` is shorter and easier to read than `{'1', '2', '3'}` when debugging.\n",
+ " - `int` bitset: each digit is represented by a bit; a DigitSet is a 9-bit binary int.\n",
+ " - Efficient, but obfuscating. Used in the [Java version](SudokuJava.ipynb) for efficiency.\n",
+ "- **Grid**: I considered three other options: \n",
+ " - `defaultdict`: the default is the DigitSet `'123456789'`.\n",
+ " - I thought that the top levels in the search tree would have only a few entries, so this would save space. \n",
+ " - But the first round of constraint propagation touches almost all the squares anyway.\n",
+ " - `list` of 9 rows, each a `list` of 9 squares (or a numpy 2D array):\n",
+ " - Then a `Square` is a pair of coordinates, like `(1, 2)` rather than the simpler string `C2`.\n",
+ " - Copying a grid would again require a `deepcopy`. \n",
+ " - `list` of 81 squares: \n",
+ " - Then a `Square` is an integer from 0 to 81.\n",
+ " - Efficient, but for debugging it is clear that `C2` is in the third row and second column; it is not obvious that `19` is.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Input and Output: Pictures and Grids\n",
+ "\n",
+ "We will need to convert between a `Picture` (used for input/output) and a `Grid` (used for computation). Conventions for `Picture`:\n",
+ "- A filled square is represented by a single digit, e.g.: `5`.\n",
+ "- A blank square is represented by a period: `.`.\n",
+ "- Spaces, newlines, and dashes/bars to separate boxes are included on output, and ignored on input.\n",
+ "- An uncertain square is represented by a DigitSet in braces, e.g.: `{123}`.\n",
+ " - This `'{123}'` notation never occurs in a standard Sudoku puzzle, but it is what `picture(grid)` produces for a grid that is partially solved, so I thought it was important to be able to read that format back in with `parse(picture)`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def parse(picture) -> Grid:\n",
+ " \"\"\"Convert a Picture to a Grid.\"\"\"\n",
+ " vals = re.findall(r\"[.1-9]|[{][1-9]+[}]\", picture)\n",
+ " assert len(vals) == 81\n",
+ " return {s: digits if v == '.' else re.sub(r\"[{}]\", '', v) \n",
+ " for s, v in zip(squares, vals)}\n",
+ "\n",
+ "def picture(grid) -> Picture:\n",
+ " \"\"\"Convert a Grid to a Picture.\"\"\"\n",
+ " if grid is Fail: \n",
+ " return \"Fail\"\n",
+ " def val(d: DigitSet) -> str: return '.' if d == digits else d if len(d) == 1 else '{' + d + '}'\n",
+ " width = max(len(val(grid[s])) for s in grid)\n",
+ " dash = '\\n' + '+'.join(['-' * (width * 3 + 2)] * 3) + ' '\n",
+ " def cell(r, c): return val(grid[r + c]).center(width) + ('|' if c in '36' else ' ')\n",
+ " def line(r): return ''.join(cell(r, c) for c in cols) + (dash if r in 'CF' else '')\n",
+ " return '\\n'.join(map(line, rows))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Here we parse a picture string into a grid, and then print the grid's picture:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5 3 .|. 7 .|. . . \n",
+ "6 . .|1 9 5|. . . \n",
+ ". 9 8|. . .|. 6 . \n",
+ "-----+-----+----- \n",
+ "8 . .|. 6 .|. . 3 \n",
+ "4 . .|8 . 3|. . 1 \n",
+ "7 . .|. 2 .|. . 6 \n",
+ "-----+-----+----- \n",
+ ". 6 .|. . .|2 8 . \n",
+ ". . .|4 1 9|. . 5 \n",
+ ". . .|. 8 .|. 7 9 \n"
+ ]
+ }
+ ],
+ "source": [
+ "grid1 = parse(\"53..7.... 6..195... .98....6. 8...6...3 4..8.3..1 7...2...6 .6....28. ...419..5 ....8..79\")\n",
+ "print(picture(grid1))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "In a grid, filled squares have one possible digit, and unfilled squares have all 9 possible digits:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'5'"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "grid1['A1']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'123456789'"
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "grid1['A3']"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Constraint Propagation\n",
+ "\n",
+ "Sudoku players know these two key strategies:\n",
+ "\n",
+ "1. If a square has only one possible digit, then **eliminate** that digit from the square's peers.\n",
+ "2. If a unit has only one possible square that can hold a digit, then **fill** the square with the digit.\n",
+ "\n",
+ "This suggests two functions:\n",
+ "1. `eliminate(grid, s, d)` to eliminate digit `d` as a possibility for square `s`\n",
+ "2. `fill(grid, s, d)` to fill square `s` with the digit `d`. \n",
+ "\n",
+ "You might think that `fill` is the most fundamental operation, and that it could be implemented with `grid[s] = d`. But the code is simpler if we think of `eliminate` as the fundamental operation, and implement `fill` as \"eliminate all the digits except for `d` from `s`.\" Both functions mutate the grid they are passed, and return the mutated grid if they can perform the operation, or return `Fail` if there is a contradiction.\n",
+ "\n",
+ "We say that these two strategies constitute [constraint propagation](http://en.wikipedia.org/wiki/Constraint_satisfaction): \"constraint\" because they constrain what values can go in what squares, and \"propagation\" because a `fill` of one square can lead to `eliminate` in other squares, which can in turn cause a `fill` of yet another square, and so on. \n",
+ "\n",
+ "Here is the code:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def fill(grid, s, d) -> Grid:\n",
+ " \"\"\"Eliminate all the other digits (except d) from grid[s].\"\"\"\n",
+ " if grid[s] == d or all(eliminate(grid, s, d2) for d2 in grid[s] if d2 != d):\n",
+ " return grid\n",
+ " else:\n",
+ " return Fail\n",
+ "\n",
+ "def eliminate(grid, s, d) -> Grid:\n",
+ " \"\"\"Eliminate d from grid[s]; implement the two constraint propagation strategies.\"\"\"\n",
+ " if d not in grid[s]:\n",
+ " return grid ## Already eliminated\n",
+ " grid[s] = grid[s].replace(d, '')\n",
+ " if not grid[s]:\n",
+ " return Fail ## Fail: no legal digit left\n",
+ " elif len(grid[s]) == 1:\n",
+ " # 1. If a square has only one possible digit, then eliminate that digit from the square's peers.\n",
+ " d2 = grid[s]\n",
+ " if not all(eliminate(grid, s2, d2) for s2 in peers[s]):\n",
+ " return Fail ## Fail: can't eliminate d2 from some square\n",
+ " for u in units[s]:\n",
+ " dplaces = [s for s in u if d in grid[s]]\n",
+ " # 2. If a unit has only one possible square that can hold a digit, then fill the square with the digit.\n",
+ " if not dplaces or (len(dplaces) == 1 and not fill(grid, dplaces[0], d)):\n",
+ " return Fail ## Fail: no place in u for d\n",
+ " return grid"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "To see how this all works, let's look again at `grid1`:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5 3 .|. 7 .|. . . \n",
+ "6 . .|1 9 5|. . . \n",
+ ". 9 8|. . .|. 6 . \n",
+ "-----+-----+----- \n",
+ "8 . .|. 6 .|. . 3 \n",
+ "4 . .|8 . 3|. . 1 \n",
+ "7 . .|. 2 .|. . 6 \n",
+ "-----+-----+----- \n",
+ ". 6 .|. . .|2 8 . \n",
+ ". . .|4 1 9|. . 5 \n",
+ ". . .|. 8 .|. 7 9 \n"
+ ]
+ }
+ ],
+ "source": [
+ "print(picture(grid1))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Constraint propagation will at some point consider the square `E5`, in the center of the center box. It is in a row with the digits 4, 8, 3, 1, and in a column with the digits 7, 9, 6, 2, 1, 8. If according to strategy 1 we call `eliminate(grid1, 'E5', d)` for each of these digits, then we're left with only one possible digit, `5`, for `E5`. Thus, we would next call `eliminate(grid1, s2, '5')` for each peer `s2` of 'E5'. This would lead to the square three columns to the left, `E2`, only having one remaining possible digit, `2`. Constraint propagation continues in this fashion.\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The function `constrain` returns the result of initiating constraint propagation on a grid. So that the original puzzle is not mutated, we create a new `constrained` grid that initially has all possible digits for each square, but then is filled with the known digits from the original grid."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def constrain(grid) -> Grid:\n",
+ " \"Propagate constraints on a copy of grid to yield a new constrained Grid.\"\n",
+ " constrained: Grid = {s: digits for s in squares}\n",
+ " for s in grid:\n",
+ " d = grid[s]\n",
+ " if len(d) == 1:\n",
+ " fill(constrained, s, d)\n",
+ " return constrained"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Many puzzles can be solved by `constrain` alone, for example:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "5 3 4|6 7 8|9 1 2 \n",
+ "6 7 2|1 9 5|3 4 8 \n",
+ "1 9 8|3 4 2|5 6 7 \n",
+ "-----+-----+----- \n",
+ "8 5 9|7 6 1|4 2 3 \n",
+ "4 2 6|8 5 3|7 9 1 \n",
+ "7 1 3|9 2 4|8 5 6 \n",
+ "-----+-----+----- \n",
+ "9 6 1|5 3 7|2 8 4 \n",
+ "2 8 7|4 1 9|6 3 5 \n",
+ "3 4 5|2 8 6|1 7 9 \n"
+ ]
+ }
+ ],
+ "source": [
+ "print(picture(constrain(grid1)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "But for other puzzles, `constrain` is not enough:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " 4 {1679} {12679} | {139} {2369} {269} | 8 {1239} 5 \n",
+ " {26789} 3 {1256789}| {14589} {24569} {245689}| {12679} {1249} {124679} \n",
+ " {2689} {15689} {125689}| 7 {234569} {245689}| {12369} {12349} {123469} \n",
+ "-----------------------------+-----------------------------+----------------------------- \n",
+ " {3789} 2 {15789} | {3459} {34579} {4579} | {13579} 6 {13789} \n",
+ " {3679} {15679} {15679} | {359} 8 {25679} | 4 {12359} {12379} \n",
+ " {36789} 4 {56789} | {359} 1 {25679} | {23579} {23589} {23789} \n",
+ "-----------------------------+-----------------------------+----------------------------- \n",
+ " {289} {89} {289} | 6 {459} 3 | {1259} 7 {12489} \n",
+ " 5 {6789} 3 | 2 {479} 1 | {69} {489} {4689} \n",
+ " 1 {6789} 4 | {589} {579} {5789} | {23569} {23589} {23689} \n"
+ ]
+ }
+ ],
+ "source": [
+ "grid2 = parse(\"4.....8.5.3..........7......2.....6.....8.4......1.......6.3.7.5..2.....1.4......\")\n",
+ "\n",
+ "print(picture(constrain(grid2)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We see that some progress has been made: the original puzzle has 17 squares filled in, and after constraint propagation, 20 are filled in. But that leaves 61 squares to go. We could try to add [additional constraint propagation strategies](https://bestofsudoku.com/sudoku-strategy), but there are many strategies, each one complicates the code, and even if we implemented them all, we wouldn't be *guaranteed* they could solve *any* puzzle. \n",
+ "\n",
+ "\n",
+ "# Search Strategy\n",
+ "\n",
+ "We need a strategy that will **search** through all possibile solutions, systematically and efficiently, until the solution is found. (A well-formed Sudoku puzzle has exactly one solution). \n",
+ "\n",
+ "A naive search can be slow. Consider a brute force search that tries every possible combination of digits. In the constrained `grid2` above, `A2` has 4 possibilities, `{1679}`, `A3` has 5, `{12679}`, and if we keep going and multiply all the choices together, [we get over 1038 ](http://www.google.com/search?hl=en&q=4*5*3*4*3*4*5*7*5*5*6*5*4*6*4*5*6*6*6*5*5*6*4*5*4*5*4*5*5*4*5*5*3*5*5*5*5*5*3*5*5*5*5*3*2*3*3*4*5*4*3*2*3*4*4*3*3*4*5*5*5) possibilities for the whole\n",
+ "puzzle. Suppose we have a\n",
+ "very efficient implementation that takes only ten CPU instructions to evaluate a\n",
+ "position, and that we have access to next-generation computers\n",
+ "with 1024–core CPUs running at 100 GHz, and let's say\n",
+ "we could afford a million of them, and while we're shopping, let's also pick up a time machine and go back 13 billion years to the origin of the universe and start our program running. We can then [estimate](http://www.google.com/search?&q=100+GHz/10+*+1024+*+1+million+*+13+billion+years+%2F+4.6e38+in+percent)\n",
+ "that we'd be almost 1% done with this one puzzle by now. Brute force is not the search you're looking for.\n",
+ "\n",
+ "A smarter search strategy is to **interleave** constraint propagation and systematic guessing as follows:\n",
+ " - If the current grid contains a contradiction, don't try more combinations; return failure.\n",
+ " - If there are no unfilled squares in the puzzle, then stop and return the succesful solution.\n",
+ " - Otherwise choose some unfilled square, *s*. \n",
+ " - Guess that some digit *d* fills square *s*. \n",
+ " - Call `fill` on *s* and *d* to initiate constraint propagation.\n",
+ " - Recursively search for a solution to the puzzle from there.\n",
+ " - If the guess was right, we will get a solution.\n",
+ " - If the guess was wrong, back up and guess a different digit.\n",
+ " - Because we give up as soon as we get a contradiction, we examine far fewer possibilities than brute force search.\n",
+ " \n",
+ "Here is the implementation:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def search(grid) -> Grid:\n",
+ " \"Depth-first search with constraint propagation (`fill`) to find a solution.\"\n",
+ " if grid is Fail: \n",
+ " return Fail\n",
+ " unfilled = [s for s in squares if len(grid[s]) > 1]\n",
+ " if not unfilled: \n",
+ " return grid\n",
+ " s = min(unfilled, key=lambda s: len(grid[s]))\n",
+ " for d in grid[s]:\n",
+ " solution = search(fill(grid.copy(), s, d))\n",
+ " if solution:\n",
+ " return solution\n",
+ " return Fail"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "There are two choices we have to make in implementing the search:\n",
+ "**variable ordering** (which square do we try first?) and **value\n",
+ "ordering** (which digit do we try first for the square?). For\n",
+ "variable ordering, I used a common heuristic called **minimum\n",
+ "remaining values**, which means that we choose a \n",
+ "square with the minimum number of possible values. Why? Consider \n",
+ "`grid2` above. Suppose we chose `B3` first. It has 7\n",
+ "possibilities, `{1256789}`, so we'd expect to guess wrong with\n",
+ "probability 6/7. If instead we chose `G2`, which only has 2\n",
+ "possibilities, `{89}`, we'd expect to be wrong with probability\n",
+ "only 1/2. Thus we choose the square with the fewest possibilities and\n",
+ "the best chance of guessing right. For value ordering we won't do\n",
+ "anything special; we'll consider the digits in numeric order.\n",
+ "\n",
+ "Note we create a new **copy** of `grid` for each recursive call to `search`. This way\n",
+ "each branch of the search tree is independent, and mutations to `grid` done by constraint propagation in one branch do not confuse other branches. When it is time to back up and try a different digit, we have the original unaltered `grid` ready to go.\n",
+ "\n",
+ "We could call `search` directly, but I'll define the helper function `solve(puzzles)` to call `constrain` and then `search` on each puzzle, and then verify that the solution is correct with `is_solution`, and finally print the puzzle and the solution side by side:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def solve(puzzles, verbose=True) -> int:\n",
+ " \"Solve and verify each puzzle, and if `verbose`, print puzzle and solution.\"\n",
+ " sep = ' '\n",
+ " for puzzle in puzzles:\n",
+ " solution = search(constrain(puzzle))\n",
+ " assert is_solution(solution, puzzle)\n",
+ " if verbose:\n",
+ " print('\\nPuzzle ', sep, 'Solution')\n",
+ " for p, s in zip(picture(puzzle).splitlines(), picture(solution).splitlines()):\n",
+ " print(p, sep, s)\n",
+ " return len(puzzles)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Puzzle Solution\n",
+ "5 3 .|. 7 .|. . . 5 3 4|6 7 8|9 1 2 \n",
+ "6 . .|1 9 5|. . . 6 7 2|1 9 5|3 4 8 \n",
+ ". 9 8|. . .|. 6 . 1 9 8|3 4 2|5 6 7 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "8 . .|. 6 .|. . 3 8 5 9|7 6 1|4 2 3 \n",
+ "4 . .|8 . 3|. . 1 4 2 6|8 5 3|7 9 1 \n",
+ "7 . .|. 2 .|. . 6 7 1 3|9 2 4|8 5 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 6 .|. . .|2 8 . 9 6 1|5 3 7|2 8 4 \n",
+ ". . .|4 1 9|. . 5 2 8 7|4 1 9|6 3 5 \n",
+ ". . .|. 8 .|. 7 9 3 4 5|2 8 6|1 7 9 \n",
+ "\n",
+ "Puzzle Solution\n",
+ "4 . .|. . .|8 . 5 4 1 7|3 6 9|8 2 5 \n",
+ ". 3 .|. . .|. . . 6 3 2|1 5 8|9 4 7 \n",
+ ". . .|7 . .|. . . 9 5 8|7 2 4|3 1 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 2 .|. . .|. 6 . 8 2 5|4 3 7|1 6 9 \n",
+ ". . .|. 8 .|4 . . 7 9 1|5 8 6|4 3 2 \n",
+ ". . .|. 1 .|. . . 3 4 6|9 1 2|7 5 8 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|6 . 3|. 7 . 2 8 9|6 4 3|5 7 1 \n",
+ "5 . .|2 . .|. . . 5 7 3|2 9 1|6 8 4 \n",
+ "1 . 4|. . .|. . . 1 6 4|8 7 5|2 9 3 \n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "2"
+ ]
+ },
+ "execution_count": 15,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "solve([grid1, grid2])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We see that `search` is effective at solving the previously-unsolved `grid2`.\n",
+ "\n",
+ "Computer scientists call this a [depth-first search](http://en.wikipedia.org/wiki/Depth-first_search) because it (recursively) considers all possible continuations from the grid with *d* in square *s* before it backs up and considers a different digit in *s*. Sudoku players call this the [Nishio strategy](https://www.sudokuonline.io/tips/advanced-sudoku-strategies), after professional puzzle player Tetsuya Nishio, although Nishio only applied it when there were just two remaining possibilities for a square. We can apply it with any number of possibilities; we can even find a solution for the completely empty puzzle where every square has 9 possibilities:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Puzzle Solution\n",
+ ". . .|. . .|. . . 1 2 3|4 5 6|7 8 9 \n",
+ ". . .|. . .|. . . 4 5 6|7 8 9|1 2 3 \n",
+ ". . .|. . .|. . . 7 8 9|1 2 3|4 5 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. . .|. . . 2 3 1|6 7 4|8 9 5 \n",
+ ". . .|. . .|. . . 8 7 5|9 1 2|3 6 4 \n",
+ ". . .|. . .|. . . 6 9 4|5 3 8|2 1 7 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. . .|. . . 3 1 7|2 6 5|9 4 8 \n",
+ ". . .|. . .|. . . 5 4 2|8 9 7|6 3 1 \n",
+ ". . .|. . .|. . . 9 6 8|3 4 1|5 7 2 \n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "1"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "empty = parse('.' * 81)\n",
+ " \n",
+ "solve([empty])"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Verifying the Program\n",
+ "\n",
+ "We had success in solving `grid1`, `grid2`, and `empty`, but we are left with some questions:\n",
+ "- Can the program solve *any* puzzle? \n",
+ " - We'll test it on some more `puzzles`, taken from some files. The more we test, the more confidence we have.\n",
+ " - Assuming no bugs, the program can solve any puzzle, but we haven't determined a bound on how long it would take.\n",
+ "- Are the components of the program correct? \n",
+ " - We'll run some `unit_tests`. There should be more.\n",
+ "- How long does it take to solve a puzzle?\n",
+ " - We'll do `%time solve(puzzles)`.\n",
+ " - For a more complete investigation of run times, see the [Java version](SudokuJava.ipynb)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def unit_tests():\n",
+ " \"A suite of unit tests.\"\n",
+ " assert len(squares) == 81\n",
+ " assert len(all_units) == 27\n",
+ " for s in squares:\n",
+ " assert len(units[s]) == 3\n",
+ " assert len(peers[s]) == 20\n",
+ " assert units['C2'] == (('A2', 'B2', 'C2', 'D2', 'E2', 'F2', 'G2', 'H2', 'I2'),\n",
+ " ('C1', 'C2', 'C3', 'C4', 'C5', 'C6', 'C7', 'C8', 'C9'),\n",
+ " ('A1', 'A2', 'A3', 'B1', 'B2', 'B3', 'C1', 'C2', 'C3'))\n",
+ " assert peers['C2'] == {'A2', 'B2', 'D2', 'E2', 'F2', 'G2', 'H2', 'I2',\n",
+ " 'C1', 'C3', 'C4', 'C5', 'C6', 'C7', 'C8', 'C9',\n",
+ " 'A1', 'A3', 'B1', 'B3'}\n",
+ " return 'pass'\n",
+ "\n",
+ "def parse_grids(pictures):\n",
+ " \"\"\"Parse an iterable of picture lines into a list of grids.\"\"\"\n",
+ " return [parse(p) for p in pictures if p]\n",
+ "\n",
+ "hardest = parse_grids(open('hardest.txt'))\n",
+ "grids10k = parse_grids(open('sudoku10k.txt'))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'pass'"
+ ]
+ },
+ "execution_count": 18,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "unit_tests()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can solve 10,000 puzzles, verifying that each solution is correct (but not printing them):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "CPU times: user 27.6 s, sys: 23.5 ms, total: 27.7 s\n",
+ "Wall time: 27.7 s\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "10000"
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "%time solve(grids10k, verbose=False)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "That took less than 3 milliseconds per puzzle, or over 350 puzzles per second. (The [Java version](SudokuJava.ipynb) does over 100,000 puzzles per second. It benefits from being able to run 20 threads in parallel, from using more efficient data structures, and from the Java JVM being more efficient than Python's bytecode interpreter.)\n",
+ "\n",
+ "We can inspect the solutions for the ten allegedly hardest puzzles:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Puzzle Solution\n",
+ "8 5 .|. . 2|4 . . 8 5 9|6 1 2|4 3 7 \n",
+ "7 2 .|. . .|. . 9 7 2 3|8 5 4|1 6 9 \n",
+ ". . 4|. . .|. . . 1 6 4|3 7 9|5 2 8 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|1 . 7|. . 2 9 8 6|1 4 7|3 5 2 \n",
+ "3 . 5|. . .|9 . . 3 7 5|2 6 8|9 1 4 \n",
+ ". 4 .|. . .|. . . 2 4 1|5 9 3|7 8 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. 8 .|. 7 . 4 3 2|9 8 1|6 7 5 \n",
+ ". 1 7|. . .|. . . 6 1 7|4 2 5|8 9 3 \n",
+ ". . .|. 3 6|. 4 . 5 9 8|7 3 6|2 4 1 \n",
+ "\n",
+ "Puzzle Solution\n",
+ ". . 5|3 . .|. . . 1 4 5|3 2 7|6 9 8 \n",
+ "8 . .|. . .|. 2 . 8 3 9|6 5 4|1 2 7 \n",
+ ". 7 .|. 1 .|5 . . 6 7 2|9 1 8|5 4 3 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "4 . .|. . 5|3 . . 4 9 6|1 8 5|3 7 2 \n",
+ ". 1 .|. 7 .|. . 6 2 1 8|4 7 3|9 5 6 \n",
+ ". . 3|2 . .|. 8 . 7 5 3|2 9 6|4 8 1 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 6 .|5 . .|. . 9 3 6 7|5 4 2|8 1 9 \n",
+ ". . 4|. . .|. 3 . 9 8 4|7 6 1|2 3 5 \n",
+ ". . .|. . 9|7 . . 5 2 1|8 3 9|7 6 4 \n",
+ "\n",
+ "Puzzle Solution\n",
+ "1 2 .|. 4 .|. . . 1 2 8|5 4 7|6 3 9 \n",
+ ". . 5|. 6 9|. 1 . 3 4 5|8 6 9|2 1 7 \n",
+ ". . 9|. . .|5 . . 6 7 9|2 1 3|5 4 8 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. . .|. 7 . 9 1 2|4 8 6|3 7 5 \n",
+ "7 . .|. 5 2|. 9 . 7 8 4|3 5 2|1 9 6 \n",
+ ". 3 .|. . .|. . 2 5 3 6|7 9 1|4 8 2 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 9 .|6 . .|. 5 . 8 9 1|6 2 4|7 5 3 \n",
+ "4 . .|9 . .|8 . 1 4 6 7|9 3 5|8 2 1 \n",
+ ". . 3|. . .|9 . 4 2 5 3|1 7 8|9 6 4 \n",
+ "\n",
+ "Puzzle Solution\n",
+ ". . .|5 7 .|. 3 . 6 2 4|5 7 8|1 3 9 \n",
+ "1 . .|. . .|. 2 . 1 3 5|4 9 6|8 2 7 \n",
+ "7 . .|. 2 3|4 . . 7 8 9|1 2 3|4 5 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. 8 .|. . 4 2 1 6|3 8 5|7 9 4 \n",
+ ". . 7|. . 4|. . . 8 5 7|9 6 4|2 1 3 \n",
+ "4 9 .|. . .|6 . 5 4 9 3|2 1 7|6 8 5 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 4 2|. . .|3 . . 9 4 2|6 5 1|3 7 8 \n",
+ ". . .|7 . .|9 . . 5 6 8|7 3 2|9 4 1 \n",
+ ". . 1|8 . .|. . . 3 7 1|8 4 9|5 6 2 \n",
+ "\n",
+ "Puzzle Solution\n",
+ "1 . .|. . 7|. 9 . 1 6 2|8 5 7|4 9 3 \n",
+ ". 3 .|. 2 .|. . 8 5 3 4|1 2 9|6 7 8 \n",
+ ". . 9|6 . .|5 . . 7 8 9|6 4 3|5 2 1 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . 5|3 . .|9 . . 4 7 5|3 1 2|9 8 6 \n",
+ ". 1 .|. 8 .|. . 2 9 1 3|5 8 6|7 4 2 \n",
+ "6 . .|. . 4|. . . 6 2 8|7 9 4|1 3 5 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "3 . .|. . .|. 1 . 3 5 6|4 7 8|2 1 9 \n",
+ ". 4 .|. . .|. . 7 2 4 1|9 3 5|8 6 7 \n",
+ ". . 7|. . .|3 . . 8 9 7|2 6 1|3 5 4 \n",
+ "\n",
+ "Puzzle Solution\n",
+ "1 . .|. 3 4|. 8 . 1 5 2|9 3 4|6 8 7 \n",
+ ". . .|8 . .|5 . . 7 6 3|8 2 1|5 4 9 \n",
+ ". . 4|. 6 .|. 2 1 9 8 4|5 6 7|3 2 1 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". 1 8|. . .|. . . 6 1 8|4 9 3|2 7 5 \n",
+ "3 . .|1 . 2|. . 6 3 7 5|1 8 2|4 9 6 \n",
+ ". . .|. . .|8 1 . 2 4 9|7 5 6|8 1 3 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "5 2 .|. 7 .|9 . . 5 2 1|3 7 8|9 6 4 \n",
+ ". . 6|. . 9|. . . 4 3 6|2 1 9|7 5 8 \n",
+ ". 9 .|6 4 .|. . 2 8 9 7|6 4 5|1 3 2 \n",
+ "\n",
+ "Puzzle Solution\n",
+ ". . .|9 2 .|. . . 3 8 7|9 2 6|4 1 5 \n",
+ ". . 6|8 . 3|. . . 5 4 6|8 1 3|9 7 2 \n",
+ "1 9 .|. 7 .|. . 6 1 9 2|4 7 5|8 3 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "2 3 .|. 4 .|1 . . 2 3 5|7 4 9|1 6 8 \n",
+ ". . 1|. . .|7 . . 9 6 1|2 5 8|7 4 3 \n",
+ ". . 8|. 3 .|. 2 9 4 7 8|6 3 1|5 2 9 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "7 . .|. 8 .|. 9 1 7 5 4|3 8 2|6 9 1 \n",
+ ". . .|5 . 7|2 . . 6 1 3|5 9 7|2 8 4 \n",
+ ". . .|. 6 4|. . . 8 2 9|1 6 4|3 5 7 \n",
+ "\n",
+ "Puzzle Solution\n",
+ ". 6 .|5 . 4|. 3 . 8 6 9|5 7 4|1 3 2 \n",
+ "1 . .|. 9 .|. . 8 1 2 4|3 9 6|7 5 8 \n",
+ ". . .|. . .|. . . 3 7 5|1 2 8|6 9 4 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "9 . .|. 5 .|. . 6 9 3 2|8 5 7|4 1 6 \n",
+ ". 4 .|6 . 2|. 7 . 5 4 1|6 3 2|8 7 9 \n",
+ "7 . .|. 4 .|. . 5 7 8 6|9 4 1|3 2 5 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|. . .|. . . 2 1 7|4 6 9|5 8 3 \n",
+ "4 . .|. 8 .|. . 1 4 9 3|7 8 5|2 6 1 \n",
+ ". 5 .|2 . 3|. 4 . 6 5 8|2 1 3|9 4 7 \n",
+ "\n",
+ "Puzzle Solution\n",
+ "7 . .|. . .|4 . . 7 9 8|6 3 5|4 2 1 \n",
+ ". 2 .|. 7 .|. 8 . 1 2 6|9 7 4|5 8 3 \n",
+ ". . 3|. . 8|. 7 9 4 5 3|2 1 8|6 7 9 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "9 . .|5 . .|3 . . 9 7 2|5 8 6|3 1 4 \n",
+ ". 6 .|. 2 .|. 9 . 5 6 4|1 2 3|8 9 7 \n",
+ ". . 1|. 9 7|. . 6 3 8 1|4 9 7|2 5 6 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|3 . .|9 . . 6 1 7|3 5 2|9 4 8 \n",
+ ". 3 .|. 4 .|. 6 . 8 3 5|7 4 9|1 6 2 \n",
+ ". . 9|. . 1|. 3 5 2 4 9|8 6 1|7 3 5 \n",
+ "\n",
+ "Puzzle Solution\n",
+ ". . .|. 7 .|. 2 . 5 9 4|8 7 6|1 2 3 \n",
+ "8 . .|. . .|. . 6 8 2 3|9 1 4|7 5 6 \n",
+ ". 1 .|2 . 5|. . . 6 1 7|2 3 5|8 9 4 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ "9 . 5|4 . .|. . 8 9 6 5|4 2 1|3 7 8 \n",
+ ". . .|. . .|. . . 7 8 1|6 5 3|9 4 2 \n",
+ "3 . .|. . 8|5 . 1 3 4 2|7 9 8|5 6 1 \n",
+ "-----+-----+----- -----+-----+----- \n",
+ ". . .|3 . 2|. 8 . 1 5 9|3 4 2|6 8 7 \n",
+ "4 . .|. . .|. . 9 4 3 6|5 8 7|2 1 9 \n",
+ ". 7 .|. 6 .|. . . 2 7 8|1 6 9|4 3 5 \n",
+ "CPU times: user 40.6 ms, sys: 3.5 ms, total: 44.1 ms\n",
+ "Wall time: 41.5 ms\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "10"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "%time solve(hardest)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Why?\n",
+ "\n",
+ "Why did I do this? As computer security expert [Ben Laurie](http://en.wikipedia.org/wiki/Ben_Laurie) has\n",
+ "stated, Sudoku is \"a denial of service attack on human intellect.\" \n",
+ "Several people I know (including my\n",
+ "wife) were victims of the attack, and I thought maybe this would\n",
+ "demonstrate that they didn't need to spend any more time on Sudoku. It\n",
+ "didn't work for my friends (although my wife has since independently\n",
+ "kicked the habit without my help), but at least one stranger wrote\n",
+ "and said this page worked for them, so I've made the world more\n",
+ "productive. And perhaps along the way I've taught something about\n",
+ "Python, constraint propagation, search, problem solving, and Sudoku."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/ipynb/Sudoku.java b/ipynb/Sudoku.java
new file mode 100644
index 00000000..3de4f0b8
--- /dev/null
+++ b/ipynb/Sudoku.java
@@ -0,0 +1,488 @@
+import java.io.*;
+import java.lang.Integer.*;
+import java.util.*;
+import java.util.stream.*;
+import java.lang.StringBuilder;
+import java.util.concurrent.CountDownLatch;
+
+//////////////////////////////// Solve Sudoku Puzzles ////////////////////////////////
+//////////////////////////////// @author Peter Norvig ////////////////////////////////
+
+/** There are two representations of puzzles that we will use:
+ ** 1. A gridstring is 81 chars, with characters '0' or '.' for blank and '1' to '9' for digits.
+ ** 2. A puzzle grid is an int[81] with a digit d (1-9) represented by the integer (1 << (d - 1));
+ ** that is, a bit pattern that has a single 1 bit representing the digit.
+ ** A blank is represented by the OR of all the digits 1-9, meaning that any digit is possible.
+ ** While solving the puzzle, some of these digits are eliminated, leaving fewer possibilities.
+ ** The puzzle is solved when every square has only a single possibility.
+ **
+ ** Search for a solution with `search`:
+ ** - Fill an empty square with a guessed digit and do constraint propagation.
+ ** - If the guess is consistent, search deeper; if not, try a different guess for the square.
+ ** - If all guesses fail, back up to the previous level.
+ ** - In selecting an empty square, we pick one that has the minimum number of possible digits.
+ ** - To be able to back up, we need to keep the grid from the previous recursive level.
+ ** But we only need to keep one grid for each level, so to save garbage collection,
+ ** we pre-allocate one grid per level (there are 81 levels) in a `gridpool`.
+ ** Do constraint propagation with `arcConsistent`, `dualConsistent`, and `nakedPairs`.
+ **/
+
+public class Sudoku {
+
+//////////////////////////////// main; command line options //////////////////////////////
+
+ static final String usage = String.join("\n",
+ "usage: java Sudoku -(no)[fghnprstuv] | -[RT] | ...",
+ "E.g., -v turns verify flag on, -nov turns it off. -R and -T require a number. The options:\n",
+ " -f(ile) Print summary stats for each file (default on)",
+ " -g(rid) Print each puzzle grid and solution grid (default off)",
+ " -h(elp) Print this usage message",
+ " -n(aked) Run naked pairs (default on)",
+ " -p(uzzle) Print summary stats for each puzzle (default off)",
+ " -r(everse) Solve the reverse of each puzzle as well as each puzzle itself (default off)",
+ " -s(earch) Run search (default on, but some puzzles can be solved with CSP methods alone)",
+ " -t(hread) Print summary stats for each thread (default off)",
+ " -u(nitTest)Run a suite of unit tests (default off)",
+ " -v(erify) Verify each solution is valid (default on)",
+ " -T Concurrently run threads (default 26)",
+ " -R Repeat each puzzle times (default 1)",
+ " Solve all puzzles in filename, which has one puzzle per line");
+
+ boolean printFileStats = true; // -f
+ boolean printGrid = false; // -g
+ boolean runNakedPairs = true; // -n
+ boolean printPuzzleStats = false; // -p
+ boolean reversePuzzle = false; // -r
+ boolean runSearch = true; // -s
+ boolean printThreadStats = false; // -t
+ boolean verifySolution = true; // -v
+ int nThreads = 26; // -T
+ int repeat = 1; // -R
+
+ int backtracks = 0; // count total backtracks
+
+ /** Parse command line args and solve puzzles in files. **/
+ public static void main(String[] args) throws IOException {
+ Sudoku s = new Sudoku();
+ for (String arg: args) {
+ if (!arg.startsWith("-")) {
+ s.solveFile(arg);
+ } else {
+ boolean value = !arg.startsWith("-no");
+ switch(arg.charAt(value ? 1 : 3)) {
+ case 'f': s.printFileStats = value; break;
+ case 'g': s.printGrid = value; break;
+ case 'h': System.out.println(usage); break;
+ case 'n': s.runNakedPairs = value; break;
+ case 'p': s.printPuzzleStats = value; break;
+ case 'r': s.reversePuzzle = value; break;
+ case 's': s.runSearch = value; break;
+ case 't': s.printThreadStats = value; break;
+ case 'u': s.runUnitTests(); break;
+ case 'v': s.verifySolution = value; break;
+ case 'T': s.nThreads = Integer.parseInt(arg.substring(2)); break;
+ case 'R': s.repeat = Integer.parseInt(arg.substring(2)); break;
+ default: System.out.println("Unrecognized option: " + arg + "\n" + usage);
+ }
+ }
+ }
+ }
+
+
+ //////////////////////////////// Handling Lists of Puzzles ////////////////////////////////
+
+ /** Solve all the puzzles in a file. Report timing statistics. **/
+ void solveFile(String filename) throws IOException {
+ List grids = readFile(filename);
+ long startFileTime = System.nanoTime();
+ switch(nThreads) {
+ case 1: solveList(grids); break;
+ default: solveListThreaded(grids, nThreads); break;
+ }
+ if (printFileStats) printStats(grids.size() * repeat, startFileTime, filename);
+ }
+
+
+ /** Solve a list of puzzles in a single thread.
+ ** repeat -R times; print each puzzle's stats if -p; print grid if -g; verify if -v. **/
+ void solveList(List grids) {
+ int[] puzzle = new int[N * N]; // Used to save a copy of the original grid
+ int[][] gridpool = new int[N * N][N * N]; // Reuse grids during the search
+ for (int g=0; g grids, int nThreads) {
+ try {
+ final long startTime = System.nanoTime();
+ int nGrids = grids.size();
+ final CountDownLatch latch = new CountDownLatch(nThreads);
+ int size = nGrids / nThreads;
+ for (int c = 0; c < nThreads; ++c) {
+ int end = c == nThreads - 1 ? nGrids : (c + 1) * size;
+ final List sublist = grids.subList(c * size, end);
+ new Thread() {
+ public void run() {
+ solveList(sublist);
+ latch.countDown();
+ if (printThreadStats) {
+ printStats(repeat * sublist.size(), startTime, "Thread");
+ }
+ }
+ }.start();
+ }
+ latch.await(); // Wait for all threads to finish
+ } catch (InterruptedException e) {
+ System.err.println("And you may ask yourself, 'Well, how did I get here?'");
+ }
+ }
+
+
+ //////////////////////////////// Utility functions ////////////////////////////////
+
+ /** Return an array of all squares in the intersection of these rows and cols **/
+ int[] cross(int[] rows, int[] cols) {
+ int[] result = new int[rows.length * cols.length];
+ int i = 0;
+ for (int r: rows) { for (int c: cols) { result[i++] = N * r + c; } }
+ return result;
+ }
+
+
+ /** Return true iff item is an element of array, or of array[0:end]. **/
+ boolean member(int item, int[] array) { return member(item, array, array.length); }
+ boolean member(int item, int[] array, int end) {
+ for (int i = 0; i 0) {
+ // Copy grid's contents into gridpool[level], and use that at the next level
+ System.arraycopy(grid, 0, gridpool[level], 0, grid.length);
+ int[] result = search(fill(gridpool[level], s, d), gridpool, level + 1);
+ if (result != null) {
+ return result;
+ }
+ backtracks += 1;
+ }
+ }
+ return null;
+ }
+
+
+ /** Verify that grid is a solution to the puzzle. **/
+ boolean verify(int[] grid, int[] puzzle) {
+ if (grid == null) { return false; }
+ // Check that all squares have a single digit, and
+ // no filled square in the puzzle was changed in the solution.
+ for (int s: SQUARES) {
+ if ((NUM_DIGITS[grid[s]] != 1) || (NUM_DIGITS[puzzle[s]] == 1 && grid[s] != puzzle[s])) {
+ return false;
+ }
+ }
+ // Check that each unit is a permutation of digits
+ for (int[] u: ALL_UNITS) {
+ int unit_digits = 0; // All the digits in a unit.
+ for (int s : u) {unit_digits |= grid[s]; }
+ if (unit_digits != ALL_DIGITS) {
+ return false;
+ }
+ }
+ return true;
+ }
+
+
+ /** Choose an unfilled square with the minimum number of possible values.
+ ** If all squares are filled, return -1 (which means the puzzle is complete). **/
+ int select_square(int[] grid) {
+ int square = -1;
+ int min = N + 1;
+ for (int s: SQUARES) {
+ int c = NUM_DIGITS[grid[s]];
+ if (c == 2) {
+ return s; // Can't get fewer than 2 possible digits
+ } else if (c > 1 && c < min) {
+ square = s;
+ min = c;
+ }
+ }
+ return square;
+ }
+
+
+ /** fill grid[s] = d. If this leads to contradiction, return null. **/
+ int[] fill(int[] grid, int s, int d) {
+ if ((grid == null) || ((grid[s] & d) == 0)) { return null; } // d not possible for grid[s]
+ grid[s] = d;
+ for (int p: PEERS[s]) {
+ if (!eliminate(grid, p, d)) { // If we can't eliminate d from all peers of s, then fail
+ return null;
+ }
+ }
+ return grid;
+ }
+
+
+ /** Eliminate digit d as a possibility for grid[s].
+ ** Run the 3 constraint propagation routines.
+ ** If constraint propagation detects a contradiction, return false. **/
+ boolean eliminate(int[] grid, int s, int d) {
+ if ((grid[s] & d) == 0) { return true; } // d already eliminated from grid[s]
+ grid[s] -= d;
+ return arc_consistent(grid, s) && dual_consistent(grid, s, d) && naked_pairs(grid, s);
+ }
+
+
+ //////////////////////////////// Constraint Propagation ////////////////////////////////
+
+ /** Check if square s is consistent: that is, it has multiple possible values, or it has
+ ** one possible value which we can consistently fill. **/
+ boolean arc_consistent(int[] grid, int s) {
+ int count = NUM_DIGITS[grid[s]];
+ return count >= 2 || (count == 1 && (fill(grid, s, grid[s]) != null));
+ }
+
+
+ /** After we eliminate d from possibilities for grid[s], check each unit of s
+ ** and make sure there is some position in the unit where d can go.
+ ** If there is only one possible place for d, fill it with d. **/
+ boolean dual_consistent(int[] grid, int s, int d) {
+ for (int[] u: UNITS[s]) {
+ int dPlaces = 0; // The number of possible places for d within unit u
+ int dplace = -1; // Try to find a place in the unit where d can go
+ for (int s2: u) {
+ if ((grid[s2] & d) > 0) { // s2 is a possible place for d
+ dPlaces++;
+ if (dPlaces > 1) break;
+ dplace = s2;
+ }
+ }
+ if (dPlaces == 0 || (dPlaces == 1 && (fill(grid, dplace, d) == null))) {
+ return false;
+ }
+ }
+ return true;
+ }
+
+
+ /** Look for two squares in a unit with the same two possible values, and no other values.
+ ** For example, if s and s2 both have the possible values 8|9, then we know that 8 and 9
+ ** must go in those two squares. We don't know which is which, but we can eliminate
+ ** 8 and 9 from any other square s3 that is in the unit. **/
+ boolean naked_pairs(int[] grid, int s) {
+ if (!runNakedPairs) { return true; }
+ int val = grid[s];
+ if (NUM_DIGITS[val] != 2) { return true; } // Doesn't apply
+ for (int s2: PEERS[s]) {
+ if (grid[s2] == val) {
+ // s and s2 are a naked pair; find what unit(s) they share
+ for (int[] u: UNITS[s]) {
+ if (member(s2, u)) {
+ for (int s3: u) { // s3 can't have either of the values in val (e.g. 8|9)
+ if (s3 != s && s3 != s2) {
+ int d = HIGHEST_DIGIT[val];
+ int d2 = val - d;
+ if (!eliminate(grid, s3, d) || !eliminate(grid, s3, d2)) {
+ return false;
+ }
+ }
+ }
+ }
+ }
+ }
+ }
+ return true;
+ }
+
+
+ //////////////////////////////// Input ////////////////////////////////
+
+ /** The method `readFile` reads one puzzle per file line and returns a List of puzzle grids. **/
+ List readFile(String filename) throws IOException {
+ BufferedReader in = new BufferedReader(new FileReader(filename));
+ List grids = new ArrayList(1000);
+ String gridstring;
+ while ((gridstring = in.readLine()) != null) {
+ grids.add(parseGrid(gridstring));
+ if (reversePuzzle) {
+ grids.add(parseGrid(new StringBuilder(gridstring).reverse().toString()));
+ }
+ }
+ return grids;
+ }
+
+
+ /** Parse a gridstring into a puzzle grid: an int[] with values DIGITS[0-9] or ALL_DIGITS. **/
+ int[] parseGrid(String gridstring) {
+ int[] grid = new int[N * N];
+ int s = 0;
+ for (int i = 0; iPeter Norvig Oct. 2021 \n",
+ "\n",
+ "# Solving Sudoku at 100,000 puzzles per second\n",
+ "\n",
+ "The rules of [**Sudoku**](http://en.wikipedia.org/wiki/Sudoku) are simple and finite: fill in the empty squares so that each column, row, and 3x3 box contains all the digits from 1 to 9.\n",
+ "\n",
+ "|Puzzle|Solution|\n",
+ "|---|---|\n",
+ "|||\n",
+ "\n",
+ "\n",
+ "In 2006, I wrote a [Python program](http://norvig.com/sudoku.html) to solve [**Sudoku**](http://en.wikipedia.org/wiki/Sudoku). Soon after that, [Peter Seibel](https://gigamonkeys.com/) invited me to publish an article in [*Code Quarterly*](https://gigamonkeys.com/code-quarterly/) magazine which would go into more detail about backtracking search and constraint propagation in general, and would feature a more efficient program. Unfortunately, the magazine [folded](https://gigamonkeys.wordpress.com/2011/10/17/end-of-the-line-for-code-quarterly/) before I could finish the article. In 2021 I [updated the Python Sudoku program](Sudoku.ipynb) to Jupyter notebook form, with modern coding idioms, and now I do the same for the [more efficient Java Sudoku program](Sudoku.java). (I apologize for some remaining legacy Java idioms from decades ago).\n",
+ "\n",
+ "The [Java program](Sudoku.java) is similar to the [Python program](Sudoku.ipynb) in many ways:\n",
+ "\n",
+ "- They both represent a puzzle as a **grid** of 81 squares, with 27 **units** (9 rows, 9 columns, 9 boxes).\n",
+ "- They both represent uncertainty about a square's contents with a **set** of the possible digits from 1 to 9.\n",
+ "- They both do a depth-first [search](http://en.wikipedia.org/wiki/Search_algorithm) for a solution.\n",
+ " - They find an unfilled square with the fewest remaining possible digits, guess a digit to fill the square, and try to solve the rest of the puzzle from there. If that fails, back up and try a different guess for the square.\n",
+ " - Each guess is placed on a new *copy* of the board. If the guess turns out to be wrong, revert to the old board.\n",
+ "- They both use [constraint propagation](http://en.wikipedia.org/wiki/Constraint_satisfaction) to limit the search:\n",
+ " - *The one rule:* After filling a square with a digit, eliminate the digit from all of the square's [peers](https://www.sudocue.net/guide.php#peers).\n",
+ " - *Arc consistency:* after eliminating a possible digit from a square, check that it still has some other possible digit.\n",
+ " - *Dual consistency:* after eliminating a possible digit from a square, check that another square in each of the square's 3 units could hold that digit.\n",
+ " - These changes do not require a new copy of the board, because they are logical consequences, not guesses.\n",
+ " - If a check fails, back up a level in the search.\n",
+ "\n",
+ "\n",
+ "The [Python program](http://norvig.com/sudoku.html) was written for clarity and brevity; the [Java program](Sudoku.java) for efficiency. In particular:\n",
+ "- Primitive Java data types are used:\n",
+ " - A grid is an `int[81]` array, not a hash table (dict). \n",
+ " - A square is an int (like `8`), not a string (like `'A9'`).\n",
+ " - A set of possible digits is an int bitset (like `0b110010100`) not a string of digits (like `'9853'`). \n",
+ "- Multiple puzzles are solved in parallel, in different threads.\n",
+ "- Rather than allocating (and then garbage collecting) a new copy of the grid at each step in the depth-first search, instead we pre-allocate a `gridpool` array of grids once and for all (at the start of each thread), and then every recursive call to `search` re-uses `gridpool[level]`. \n",
+ "- The specific Sudoku strategy of [naked pairs](https://www.learn-sudoku.com/naked-pairs.html) is implemented.\n",
+ "- Java is inherently faster than Python.\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Command Line Options\n",
+ "\n",
+ "Here are the options for the `java Sudoku` command:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "usage: java Sudoku -(no)[fghnprstuv] | -[RT] | ...\n",
+ "E.g., -v turns verify flag on, -nov turns it off. -R and -T require a number. The options:\n",
+ "\n",
+ " -f(ile) Print summary stats for each file (default on)\n",
+ " -g(rid) Print each puzzle grid and solution grid (default off)\n",
+ " -h(elp) Print this usage message\n",
+ " -n(aked) Run naked pairs (default on)\n",
+ " -p(uzzle) Print summary stats for each puzzle (default off)\n",
+ " -r(everse) Solve the reverse of each puzzle as well as each puzzle itself (default off)\n",
+ " -s(earch) Run search (default on, but some puzzles can be solved with CSP methods alone)\n",
+ " -t(hread) Print summary stats for each thread (default off)\n",
+ " -u(nitTest)Run a suite of unit tests (default off)\n",
+ " -v(erify) Verify each solution is valid (default on)\n",
+ " -T Concurrently run threads (default 26)\n",
+ " -R Repeat each puzzle times (default 1)\n",
+ " Solve all puzzles in filename, which has one puzzle per line\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -help"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Benchmark Puzzles\n",
+ "\n",
+ "I gathered a collection of puzzles from various sources. I then added variants by permuting digits or rows of a puzzle (e.g. given a valid puzzle, if you swap the first and second row, or swap each 3 with each 7, you still have a valid puzzle). I ended up with exactly 250,000 puzzles:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " 250000 250000 20500000 sudoku.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!wc sudoku.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Below are the first 10 (the 9 rows of a puzzle are all run together on a line; a dot represents an empty square):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "..7........1....3..5..4.6...4....7...6...3........1..2.....7.......6..8...2.....1\n",
+ "..3..2.8.14......9.68.593.7..24.5...............2.85..9.457.86.6......75.8.6..4..\n",
+ ".....4.....5.....3...8.1.6.......81..73........2..6.......2....14...........5...7\n",
+ "......8..3...6.9.71.8.9..6..673...2....2.6....2...938..3..8.1.25.267...8..9......\n",
+ "......7.4.1.5......6..........15.9..8.....3.....6.....4...97.....7..8..........1.\n",
+ "..2..6..7......8.9.8..4..6.85.2..93.....3.....93..1.25.1..9..5.5.4......2..3..6..\n",
+ ".....8......6.4.........1.7....9......5.....36......84..7.......4.....6.....269..\n",
+ "....1......4....6....85............289............7.34.........15....8....3..4..7\n",
+ "...9.........1..7..9...4.2..4.16.....5.3......1...7.533......1....58..4.8.....2..\n",
+ ".......8...4....15..23.7........3...8.......1.....2..6........4....1.....26...7..\n"
+ ]
+ }
+ ],
+ "source": [
+ "!head sudoku.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Sample Puzzle Solution\n",
+ "\n",
+ "Here is one puzzle and its solution:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Puzzle 1: Solution:\n",
+ ". . 7 | . . . | . . . 6 9 7 | 5 3 8 | 1 2 4 \n",
+ ". . 1 | . . . | . 3 . 4 2 1 | 7 9 6 | 8 3 5 \n",
+ ". 5 . | . 4 . | 6 . . 3 5 8 | 1 4 2 | 6 7 9 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". 4 . | . . . | 7 . . 1 4 3 | 8 2 9 | 7 5 6 \n",
+ ". 6 . | . . 3 | . . . 2 6 5 | 4 7 3 | 9 1 8 \n",
+ ". . . | . . 1 | . . 2 8 7 9 | 6 5 1 | 3 4 2 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | . . 7 | . . . 5 8 6 | 2 1 7 | 4 9 3 \n",
+ ". . . | . 6 . | . 8 . 9 1 4 | 3 6 5 | 2 8 7 \n",
+ ". . 2 | . . . | . . 1 7 3 2 | 9 8 4 | 5 6 1 \n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -grid -nofile one.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Latency versus Throughput\n",
+ "\n",
+ "There are two measures of the efficiency of a program:\n",
+ "1. **Latency** is the time it takes to solve a single puzzle.\n",
+ "2. **Throughput** is the number of puzzles that can be solved in a given amount of time.\n",
+ "\n",
+ "These measures would amount to the same thing if there were only one processor available, but if, say, there are 10 processors working in parallel with no overhead and each puzzle takes 1 second to solve, then latency would be 1 second but throughput would be 10 puzzles per second.\n",
+ "\n",
+ "# Benchmark Timing Statistics\n",
+ "\n",
+ "Let's run the program and print two lines of summary timing statistics: one line for the 250,000 puzzles in `sudoku.txt`, and one line where the `-r` option specifies that the reverse of each puzzle is also solved (the last square becomes the first, etc.), and the `-R2` option specifies that each puzzle is repeated twice, for a total of 2 × 2 × 250,000 = a million puzzles. (The idea is that there will be less variance if there are more puzzles to solve, and also that the effect of any JIT cache warmup period will be lessened.) "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Puzzles μsec KHz Threads Backtracks Name\n",
+ "======= ====== ======= ======= ========== ====\n",
+ " 250000 10.7 93.400 26 30.3 sudoku.txt\n",
+ "1000000 8.5 117.781 26 31.4 sudoku.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku sudoku.txt -r -R2 sudoku.txt "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We solved a million puzzles with a throughput of **over 100,000 puzzles per second**. Not too shabby! \n",
+ "\n",
+ "The columns of the output are:\n",
+ "\n",
+ "- `Puzzles`: the total number of puzzles solved.\n",
+ "- `μsec`: the throughput expressed as average time to solve a puzzle in microseconds (millionths of a second).\n",
+ "- `KHz`: the throughput expressed as thousands of puzzles solved per second.\n",
+ "- `Threads`: the number of concurrent threads.\n",
+ "- `Backtracks`: the average number of times per puzzle that the search guessed wrong and had to back up.\n",
+ "- `Name`: here the name of the file; could also be the name of a thread or puzzle.\n",
+ "\n",
+ "To determine the latency, use the `-T1` option to request a single thread:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Puzzles μsec KHz Threads Backtracks Name\n",
+ "======= ====== ======= ======= ========== ====\n",
+ " 250000 98.5 10.148 1 34.2 sudoku.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -T1 sudoku.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The average latency is about 100 μsec (or 1/10,000th of a second)."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Effect of Number of Threads\n",
+ "\n",
+ "I'm running these benchmarks on a [10-core Intel Comet Lake core i9 processor](https://everymac.com/systems/apple/imac/specs/imac-core-i9-3.6-10-core-27-inch-retina-5k-2020-20-2-specs.html) with [hyperthreading](https://www.intel.com/content/www/us/en/gaming/resources/hyper-threading.html) that allows 20 threads to run at once. So I expected that peak throughput would be at 20 threads–any more than that, and there would be overhead of swapping threads in and out. Let's look at this plot of throughput versus number of threads:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "# Previously-collected {number_of_threads: KHz} data\n",
+ "T = {1: 9.760, 5: 46.362, 10: 81.680, 15: 97.457, 20: 115.467, 25: 116.169, \n",
+ " 26: 118.546, 27: 118.524, 28: 116.736, 29: 116.013, 30: 115.467, 35: 113.780}\n",
+ "\n",
+ "plt.plot(list(T), list(T.values()), 'o:'); plt.grid()\n",
+ "plt.xlabel('Number of threads'); plt.ylabel('KHz: 1000 Puzzles / second');"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "It looks like there is a plateau between 20 and 30 threads: they all have about the same throughput, with a slight peak at 26 or 27 threads. Why doesn't throughput start to go down after 20 threads? The program works by dividing up the puzzles into fixed-size shards and handing a shard to each thread. If it happens that one thread gets a particularly easy shard of puzzles, then it will terminate early. With 20 threads, that would mean that part of the CPU would become idle with no more work to do. With a few more than 20 threads, there would be an extra thread ready to be swapped in when the easy thread(s) terminate early. Apparently the advantage of that outweights the disadvantage of having to swap some threads in and out. Of course, the computer is also running a few threads to keep the Jupyter notebook, the browser, the display, the network, and other things up and running."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Effect of Naked Pairs Strategy\n",
+ "\n",
+ "The Java program explicitly uses the [naked pairs strategy](https://www.learn-sudoku.com/naked-pairs.html) to eliminate some possible digits, whereas the Python program would have to make guesses to get the same solution. We can check how much the naked pairs strategy helps by disabling it with the `-nonaked` option:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Puzzles μsec KHz Threads Backtracks Name\n",
+ "======= ====== ======= ======= ========== ====\n",
+ "1000000 9.1 109.824 26 30.7 sudoku.txt\n",
+ "1000000 14.3 70.025 26 94.9 sudoku.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -r -R2 sudoku.txt -nonaked sudoku.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "It makes a noticable difference: throughput decreases from 110 KHz to 70 KHz without it. Perhaps implementing [other strategies](https://bestofsudoku.com/sudoku-strategy) could give similar speedups. However, my feeling is that the program is already fast enough, and there would probably be diminishing returns from further strategies."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Hardest(?) Puzzles\n",
+ "\n",
+ "Here is a collection of 10 puzzles that have been nominated as \"hardest\":"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "85...24..72......9..4.........1.7..23.5...9...4...........8..7..17..........36.4.\n",
+ "..53.....8......2..7..1.5..4....53...1..7...6..32...8..6.5....9..4....3......97..\n",
+ "12..4......5.69.1...9...5.........7.7...52.9..3......2.9.6...5.4..9..8.1..3...9.4\n",
+ "...57..3.1......2.7...234......8...4..7..4...49....6.5.42...3.....7..9....18.....\n",
+ "1....7.9..3..2...8..96..5....53..9...1..8...26....4...3......1..4......7..7...3..\n",
+ "1...34.8....8..5....4.6..21.18......3..1.2..6......81.52..7.9....6..9....9.64...2\n",
+ "...92......68.3...19..7...623..4.1....1...7....8.3..297...8..91...5.72......64...\n",
+ ".6.5.4.3.1...9...8.........9...5...6.4.6.2.7.7...4...5.........4...8...1.5.2.3.4.\n",
+ "7.....4...2..7..8...3..8.799..5..3...6..2..9...1.97..6...3..9...3..4..6...9..1.35\n",
+ "....7..2.8.......6.1.2.5...9.54....8.........3....85.1...3.2.8.4.......9.7..6....\n"
+ ]
+ }
+ ],
+ "source": [
+ "!cat hardest.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can compare performance of these puzzles with the benchmark puzzles. To keep things fair, use 20 threads for both (with reversed puzzles included, that's 20 \"hardest\" puzzles, so 1 per thread) and 500,000 total puzzles for both:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Puzzles μsec KHz Threads Backtracks Name\n",
+ "======= ====== ======= ======= ========== ====\n",
+ " 500000 14.0 71.562 20 10.4 hardest.txt\n",
+ " 500000 9.0 111.215 20 31.4 sudoku.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -r -T20 -R25000 hardest.txt -R1 sudoku.txt "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "This suggests these puzzles are indeed harder than average, by roughly 50%. One interesting point is that the number of backtracks is below average for the \"hardest\" puzzles. \n",
+ "\n",
+ "I can get timing and backtrack data for individual puzzles with the `-p` option:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Puzzles μsec KHz Threads Backtracks Name\n",
+ "======= ====== ======= ======= ========== ====\n",
+ " 1 598.9 1.670 1 1.0 Puzzle 1\n",
+ " 1 172.2 5.807 1 6.0 Puzzle 2\n",
+ " 1 212.7 4.702 1 13.0 Puzzle 3\n",
+ " 1 182.9 5.467 1 12.0 Puzzle 4\n",
+ " 1 109.1 9.170 1 0.0 Puzzle 5\n",
+ " 1 172.3 5.803 1 8.0 Puzzle 6\n",
+ " 1 194.5 5.142 1 6.0 Puzzle 7\n",
+ " 1 213.2 4.690 1 9.0 Puzzle 8\n",
+ " 1 265.2 3.771 1 11.0 Puzzle 9\n",
+ " 1 631.3 1.584 1 79.0 Puzzle 10\n",
+ " 1 147.9 6.763 1 1.0 Puzzle 11\n",
+ " 1 110.4 9.057 1 0.0 Puzzle 12\n",
+ " 1 113.8 8.788 1 0.0 Puzzle 13\n",
+ " 1 125.1 7.996 1 3.0 Puzzle 14\n",
+ " 1 125.2 7.987 1 1.0 Puzzle 15\n",
+ " 1 120.3 8.309 1 0.0 Puzzle 16\n",
+ " 1 126.0 7.938 1 2.0 Puzzle 17\n",
+ " 1 104.1 9.609 1 0.0 Puzzle 18\n",
+ " 1 201.5 4.963 1 10.0 Puzzle 19\n",
+ " 1 425.1 2.352 1 48.0 Puzzle 20\n",
+ " 20 559.5 1.787 1 0.0 hardest.txt\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -r -T1 -p hardest.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "A few puzzles take about half a millisecond each; the other puzzles are faster. Overall, I think the claim of \"hardest\" is overblown."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Distribution of Puzzle Difficulty\n",
+ "\n",
+ "What's the distribution of puzzle run times across the benchmark puzzles? Of number of backtracks?\n",
+ "\n",
+ "I can get data for individual puzzles with the `-p` option, then eliminate the header lines with `fgrep \".\"`, then [cut](https://linuxize.com/post/linux-cut-command/) out just the characters of each line that denote the μsec and Backtracks columns. The following line does that, but it is commented out for now because the output is already captured in `sudata.txt` and does not need to be generated again."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#!java Sudoku -T1 -r -nofile hardest.txt -p Sudoku.txt | fgrep \".\" | cut -c8-15 -c31-39 > sudata.txt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Next, load the data into a pandas dataframe and describe it:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " μsec \n",
+ " backtracks \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " count \n",
+ " 500000.000000 \n",
+ " 500000.000000 \n",
+ " \n",
+ " \n",
+ " mean \n",
+ " 94.786948 \n",
+ " 32.050252 \n",
+ " \n",
+ " \n",
+ " std \n",
+ " 226.471924 \n",
+ " 152.089871 \n",
+ " \n",
+ " \n",
+ " min \n",
+ " 34.500000 \n",
+ " 0.000000 \n",
+ " \n",
+ " \n",
+ " 25% \n",
+ " 43.500000 \n",
+ " 1.000000 \n",
+ " \n",
+ " \n",
+ " 50% \n",
+ " 53.100000 \n",
+ " 4.000000 \n",
+ " \n",
+ " \n",
+ " 75% \n",
+ " 81.500000 \n",
+ " 18.000000 \n",
+ " \n",
+ " \n",
+ " max \n",
+ " 22856.310000 \n",
+ " 8145.000000 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " μsec backtracks\n",
+ "count 500000.000000 500000.000000\n",
+ "mean 94.786948 32.050252\n",
+ "std 226.471924 152.089871\n",
+ "min 34.500000 0.000000\n",
+ "25% 43.500000 1.000000\n",
+ "50% 53.100000 4.000000\n",
+ "75% 81.500000 18.000000\n",
+ "max 22856.310000 8145.000000"
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "import pandas as pd\n",
+ "sudata = pd.read_csv('sudata.txt', delim_whitespace=True, names=['μsec', 'backtracks'])\n",
+ "sudata.describe()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The mean latency is a bit under 100 microseconds, the median is 53.1 microseconds, and the maximum is about 23,000 microseconds, or 1/40th of a second. For backtracks, the mean is 32, the median is only 4, and the maximum is over 8,000. \n",
+ "\n",
+ "It may help to look at a scatterplot:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "sudata.plot.scatter(y='backtracks', x='μsec', marker='.');"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "**Wow! That's unusual!** I expected the comet-tail-shaped cluster to the left, but I did ***not*** expect the small cluster of outlier points in the lower right corner (all with 10000+ μsec and 500—2000 backtracks). \n",
+ "\n",
+ "Let's look at the outliers more closely:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "outliers = sudata[sudata['μsec'] > 10_000]\n",
+ "\n",
+ "outliers.plot.scatter(y='backtracks', x='μsec', marker='o');"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " μsec \n",
+ " backtracks \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " count \n",
+ " 24.000000 \n",
+ " 24.000000 \n",
+ " \n",
+ " \n",
+ " mean \n",
+ " 13059.210000 \n",
+ " 976.000000 \n",
+ " \n",
+ " \n",
+ " std \n",
+ " 3374.607334 \n",
+ " 319.690339 \n",
+ " \n",
+ " \n",
+ " min \n",
+ " 10230.310000 \n",
+ " 645.000000 \n",
+ " \n",
+ " \n",
+ " 25% \n",
+ " 10789.560000 \n",
+ " 760.000000 \n",
+ " \n",
+ " \n",
+ " 50% \n",
+ " 11910.210000 \n",
+ " 849.000000 \n",
+ " \n",
+ " \n",
+ " 75% \n",
+ " 12998.510000 \n",
+ " 1021.250000 \n",
+ " \n",
+ " \n",
+ " max \n",
+ " 22856.310000 \n",
+ " 1957.000000 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " μsec backtracks\n",
+ "count 24.000000 24.000000\n",
+ "mean 13059.210000 976.000000\n",
+ "std 3374.607334 319.690339\n",
+ "min 10230.310000 645.000000\n",
+ "25% 10789.560000 760.000000\n",
+ "50% 11910.210000 849.000000\n",
+ "75% 12998.510000 1021.250000\n",
+ "max 22856.310000 1957.000000"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "outliers.describe()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Only 24 puzzles in total take more than 10 milliseconds; only 5 are over 14 milliseconds; only 1 is over 20 milliseconds. I was worried there was going to be a long tail of times, and clearly this is not a normal distribution, but neither does it seem to be a distribution where the long tail just keeps on going forever. If I solved another million random puzzles I would not be surprised to find a puzzle that doubles the maximum run time, but I would be surprised to find one that increases the run time by a factor of 10.\n",
+ "\n",
+ "Within the outliers, backtracks correlate very highly with run time (just as with the non-outliers). But as a whole, the outliers take more run time than any of the other 500,000 puzzles and have far fewer backtracks than any other puzzles with comparable run times. \n",
+ "\n",
+ "I'm imaging that when solving the outliers, the solution takes a step, then has a long chain of constraint propagation only to find a contradiction at the very end, then backs up and takes another step. But I don't really understand the mystery of these outliers. \n",
+ "\n",
+ "Here are all of them:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
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+ " 1343 \n",
+ " \n",
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+ ],
+ "text/plain": [
+ " μsec backtracks\n",
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+ "473968 13055.51 927\n",
+ "485668 17669.21 1343"
+ ]
+ },
+ "execution_count": 17,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "outliers"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "One weakness of a scatter plot as a visualization tool is that there can be lots of points plotted on top of each other, and you can't tell the density of such points. A histogram portrays density better (but on only one attribute at a time):"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "sudata.hist(rwidth=0.7, log=True, bins=20);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For both attributes, almost all the puzzles are in the leftmost bin (the first bar goes almost up to the 5 × 105 line; the second bar is more than two horizontal lines down on the log scale, thus more than 100 times smaller). "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Below we zoom in on the puzzles that take 10 backtracks or less. 330,000 out of 500,000 have 10 or less; 189,000 have zero or one backtrack. They all take less than 1/4 millisecond:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " μsec \n",
+ " backtracks \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " count \n",
+ " 330155.000000 \n",
+ " 330155.000000 \n",
+ " \n",
+ " \n",
+ " mean \n",
+ " 48.805696 \n",
+ " 2.312011 \n",
+ " \n",
+ " \n",
+ " std \n",
+ " 10.164409 \n",
+ " 2.795918 \n",
+ " \n",
+ " \n",
+ " min \n",
+ " 34.500000 \n",
+ " 0.000000 \n",
+ " \n",
+ " \n",
+ " 25% \n",
+ " 42.100000 \n",
+ " 0.000000 \n",
+ " \n",
+ " \n",
+ " 50% \n",
+ " 45.300000 \n",
+ " 1.000000 \n",
+ " \n",
+ " \n",
+ " 75% \n",
+ " 52.900000 \n",
+ " 4.000000 \n",
+ " \n",
+ " \n",
+ " max \n",
+ " 245.100000 \n",
+ " 10.000000 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " μsec backtracks\n",
+ "count 330155.000000 330155.000000\n",
+ "mean 48.805696 2.312011\n",
+ "std 10.164409 2.795918\n",
+ "min 34.500000 0.000000\n",
+ "25% 42.100000 0.000000\n",
+ "50% 45.300000 1.000000\n",
+ "75% 52.900000 4.000000\n",
+ "max 245.100000 10.000000"
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "quick = sudata[sudata['backtracks'] <= 10]\n",
+ "quick.describe()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "quick.hist(rwidth=.9, bins=11);"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Verifying Correctness\n",
+ "\n",
+ "How do we know this program (or any program) is correct? Traditionally, there are four kinds of evidence:\n",
+ "- A large number of example input/output pairs that give the right answer.\n",
+ "- Manual inspection of a smaller number of example input/output pairs.\n",
+ "- A suite of unit tests to verify that components function properly (at least on some inputs).\n",
+ "- A formal roof that the code is correct (or at least an outline of an argument for a partial proof).\n",
+ "\n",
+ "For this program:\n",
+ "- Unless `-noverify` is given, every puzzle/solution pair is verified with the `verify` method to make sure:\n",
+ " - Each square in the solution contains a single digit. \n",
+ " - Each unit in the solution contains all nine digits.\n",
+ " - Squares in the puzzle that are filled with a digit keep that same digit in the solution.\n",
+ "- I have looked at some example solutions and double-checked some with an [online Sudoku](https://sudokuspoiler.azurewebsites.net/) program. [LGTM](https://www.dictionary.com/e/acronyms/lgtm/).\n",
+ "- The `-u` option runs a suite of unit tests.\n",
+ "- I have looked at the code carefully, but I am nowhere near a proof of correctness.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Unit tests pass.\n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -u "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "You can manually inspect these puzzle/solution pairs:"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "Puzzle 1: Solution:\n",
+ "8 5 . | . . 2 | 4 . . 8 5 9 | 6 1 2 | 4 3 7 \n",
+ "7 2 . | . . . | . . 9 7 2 3 | 8 5 4 | 1 6 9 \n",
+ ". . 4 | . . . | . . . 1 6 4 | 3 7 9 | 5 2 8 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | 1 . 7 | . . 2 9 8 6 | 1 4 7 | 3 5 2 \n",
+ "3 . 5 | . . . | 9 . . 3 7 5 | 2 6 8 | 9 1 4 \n",
+ ". 4 . | . . . | . . . 2 4 1 | 5 9 3 | 7 8 6 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | . 8 . | . 7 . 4 3 2 | 9 8 1 | 6 7 5 \n",
+ ". 1 7 | . . . | . . . 6 1 7 | 4 2 5 | 8 9 3 \n",
+ ". . . | . 3 6 | . 4 . 5 9 8 | 7 3 6 | 2 4 1 \n",
+ "\n",
+ "Puzzle 2: Solution:\n",
+ ". . 5 | 3 . . | . . . 1 4 5 | 3 2 7 | 6 9 8 \n",
+ "8 . . | . . . | . 2 . 8 3 9 | 6 5 4 | 1 2 7 \n",
+ ". 7 . | . 1 . | 5 . . 6 7 2 | 9 1 8 | 5 4 3 \n",
+ "------+-------+------ ------+-------+------\n",
+ "4 . . | . . 5 | 3 . . 4 9 6 | 1 8 5 | 3 7 2 \n",
+ ". 1 . | . 7 . | . . 6 2 1 8 | 4 7 3 | 9 5 6 \n",
+ ". . 3 | 2 . . | . 8 . 7 5 3 | 2 9 6 | 4 8 1 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". 6 . | 5 . . | . . 9 3 6 7 | 5 4 2 | 8 1 9 \n",
+ ". . 4 | . . . | . 3 . 9 8 4 | 7 6 1 | 2 3 5 \n",
+ ". . . | . . 9 | 7 . . 5 2 1 | 8 3 9 | 7 6 4 \n",
+ "\n",
+ "Puzzle 3: Solution:\n",
+ "1 2 . | . 4 . | . . . 1 2 8 | 5 4 7 | 6 3 9 \n",
+ ". . 5 | . 6 9 | . 1 . 3 4 5 | 8 6 9 | 2 1 7 \n",
+ ". . 9 | . . . | 5 . . 6 7 9 | 2 1 3 | 5 4 8 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | . . . | . 7 . 9 1 2 | 4 8 6 | 3 7 5 \n",
+ "7 . . | . 5 2 | . 9 . 7 8 4 | 3 5 2 | 1 9 6 \n",
+ ". 3 . | . . . | . . 2 5 3 6 | 7 9 1 | 4 8 2 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". 9 . | 6 . . | . 5 . 8 9 1 | 6 2 4 | 7 5 3 \n",
+ "4 . . | 9 . . | 8 . 1 4 6 7 | 9 3 5 | 8 2 1 \n",
+ ". . 3 | . . . | 9 . 4 2 5 3 | 1 7 8 | 9 6 4 \n",
+ "\n",
+ "Puzzle 4: Solution:\n",
+ ". . . | 5 7 . | . 3 . 6 2 4 | 5 7 8 | 1 3 9 \n",
+ "1 . . | . . . | . 2 . 1 3 5 | 4 9 6 | 8 2 7 \n",
+ "7 . . | . 2 3 | 4 . . 7 8 9 | 1 2 3 | 4 5 6 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | . 8 . | . . 4 2 1 6 | 3 8 5 | 7 9 4 \n",
+ ". . 7 | . . 4 | . . . 8 5 7 | 9 6 4 | 2 1 3 \n",
+ "4 9 . | . . . | 6 . 5 4 9 3 | 2 1 7 | 6 8 5 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". 4 2 | . . . | 3 . . 9 4 2 | 6 5 1 | 3 7 8 \n",
+ ". . . | 7 . . | 9 . . 5 6 8 | 7 3 2 | 9 4 1 \n",
+ ". . 1 | 8 . . | . . . 3 7 1 | 8 4 9 | 5 6 2 \n",
+ "\n",
+ "Puzzle 5: Solution:\n",
+ "1 . . | . . 7 | . 9 . 1 6 2 | 8 5 7 | 4 9 3 \n",
+ ". 3 . | . 2 . | . . 8 5 3 4 | 1 2 9 | 6 7 8 \n",
+ ". . 9 | 6 . . | 5 . . 7 8 9 | 6 4 3 | 5 2 1 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . 5 | 3 . . | 9 . . 4 7 5 | 3 1 2 | 9 8 6 \n",
+ ". 1 . | . 8 . | . . 2 9 1 3 | 5 8 6 | 7 4 2 \n",
+ "6 . . | . . 4 | . . . 6 2 8 | 7 9 4 | 1 3 5 \n",
+ "------+-------+------ ------+-------+------\n",
+ "3 . . | . . . | . 1 . 3 5 6 | 4 7 8 | 2 1 9 \n",
+ ". 4 . | . . . | . . 7 2 4 1 | 9 3 5 | 8 6 7 \n",
+ ". . 7 | . . . | 3 . . 8 9 7 | 2 6 1 | 3 5 4 \n",
+ "\n",
+ "Puzzle 6: Solution:\n",
+ "1 . . | . 3 4 | . 8 . 1 5 2 | 9 3 4 | 6 8 7 \n",
+ ". . . | 8 . . | 5 . . 7 6 3 | 8 2 1 | 5 4 9 \n",
+ ". . 4 | . 6 . | . 2 1 9 8 4 | 5 6 7 | 3 2 1 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". 1 8 | . . . | . . . 6 1 8 | 4 9 3 | 2 7 5 \n",
+ "3 . . | 1 . 2 | . . 6 3 7 5 | 1 8 2 | 4 9 6 \n",
+ ". . . | . . . | 8 1 . 2 4 9 | 7 5 6 | 8 1 3 \n",
+ "------+-------+------ ------+-------+------\n",
+ "5 2 . | . 7 . | 9 . . 5 2 1 | 3 7 8 | 9 6 4 \n",
+ ". . 6 | . . 9 | . . . 4 3 6 | 2 1 9 | 7 5 8 \n",
+ ". 9 . | 6 4 . | . . 2 8 9 7 | 6 4 5 | 1 3 2 \n",
+ "\n",
+ "Puzzle 7: Solution:\n",
+ ". . . | 9 2 . | . . . 3 8 7 | 9 2 6 | 4 1 5 \n",
+ ". . 6 | 8 . 3 | . . . 5 4 6 | 8 1 3 | 9 7 2 \n",
+ "1 9 . | . 7 . | . . 6 1 9 2 | 4 7 5 | 8 3 6 \n",
+ "------+-------+------ ------+-------+------\n",
+ "2 3 . | . 4 . | 1 . . 2 3 5 | 7 4 9 | 1 6 8 \n",
+ ". . 1 | . . . | 7 . . 9 6 1 | 2 5 8 | 7 4 3 \n",
+ ". . 8 | . 3 . | . 2 9 4 7 8 | 6 3 1 | 5 2 9 \n",
+ "------+-------+------ ------+-------+------\n",
+ "7 . . | . 8 . | . 9 1 7 5 4 | 3 8 2 | 6 9 1 \n",
+ ". . . | 5 . 7 | 2 . . 6 1 3 | 5 9 7 | 2 8 4 \n",
+ ". . . | . 6 4 | . . . 8 2 9 | 1 6 4 | 3 5 7 \n",
+ "\n",
+ "Puzzle 8: Solution:\n",
+ ". 6 . | 5 . 4 | . 3 . 8 6 9 | 5 7 4 | 1 3 2 \n",
+ "1 . . | . 9 . | . . 8 1 2 4 | 3 9 6 | 7 5 8 \n",
+ ". . . | . . . | . . . 3 7 5 | 1 2 8 | 6 9 4 \n",
+ "------+-------+------ ------+-------+------\n",
+ "9 . . | . 5 . | . . 6 9 3 2 | 8 5 7 | 4 1 6 \n",
+ ". 4 . | 6 . 2 | . 7 . 5 4 1 | 6 3 2 | 8 7 9 \n",
+ "7 . . | . 4 . | . . 5 7 8 6 | 9 4 1 | 3 2 5 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | . . . | . . . 2 1 7 | 4 6 9 | 5 8 3 \n",
+ "4 . . | . 8 . | . . 1 4 9 3 | 7 8 5 | 2 6 1 \n",
+ ". 5 . | 2 . 3 | . 4 . 6 5 8 | 2 1 3 | 9 4 7 \n",
+ "\n",
+ "Puzzle 9: Solution:\n",
+ "7 . . | . . . | 4 . . 7 9 8 | 6 3 5 | 4 2 1 \n",
+ ". 2 . | . 7 . | . 8 . 1 2 6 | 9 7 4 | 5 8 3 \n",
+ ". . 3 | . . 8 | . 7 9 4 5 3 | 2 1 8 | 6 7 9 \n",
+ "------+-------+------ ------+-------+------\n",
+ "9 . . | 5 . . | 3 . . 9 7 2 | 5 8 6 | 3 1 4 \n",
+ ". 6 . | . 2 . | . 9 . 5 6 4 | 1 2 3 | 8 9 7 \n",
+ ". . 1 | . 9 7 | . . 6 3 8 1 | 4 9 7 | 2 5 6 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | 3 . . | 9 . . 6 1 7 | 3 5 2 | 9 4 8 \n",
+ ". 3 . | . 4 . | . 6 . 8 3 5 | 7 4 9 | 1 6 2 \n",
+ ". . 9 | . . 1 | . 3 5 2 4 9 | 8 6 1 | 7 3 5 \n",
+ "\n",
+ "Puzzle 10: Solution:\n",
+ ". . . | . 7 . | . 2 . 5 9 4 | 8 7 6 | 1 2 3 \n",
+ "8 . . | . . . | . . 6 8 2 3 | 9 1 4 | 7 5 6 \n",
+ ". 1 . | 2 . 5 | . . . 6 1 7 | 2 3 5 | 8 9 4 \n",
+ "------+-------+------ ------+-------+------\n",
+ "9 . 5 | 4 . . | . . 8 9 6 5 | 4 2 1 | 3 7 8 \n",
+ ". . . | . . . | . . . 7 8 1 | 6 5 3 | 9 4 2 \n",
+ "3 . . | . . 8 | 5 . 1 3 4 2 | 7 9 8 | 5 6 1 \n",
+ "------+-------+------ ------+-------+------\n",
+ ". . . | 3 . 2 | . 8 . 1 5 9 | 3 4 2 | 6 8 7 \n",
+ "4 . . | . . . | . . 9 4 3 6 | 5 8 7 | 2 1 9 \n",
+ ". 7 . | . 6 . | . . . 2 7 8 | 1 6 9 | 4 3 5 \n"
+ ]
+ }
+ ],
+ "source": [
+ "!java Sudoku -grid -nofile hardest.txt "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# What's Next?\n",
+ "\n",
+ "There are a few things I didn't get a chance to explore; maybe you can:\n",
+ "\n",
+ "- Would the program be even faster in Golang or C++ or Rust? Or with some more optimizations?\n",
+ "- The depth-first search makes a choice to *fill* some square with a digit. What if instead the choice was to *eliminate* a digit from the square? At first glance it seems that would be slower, because more choices would be required, but would constraint propagation make it work well?\n",
+ "- On each recursive call, the depth-first search copies the current grid into a new grid (re-using the one in `gridpool[level]`). That requires copying an array of 81 ints. Would it be faster to instead make changes directly to the current grid, and then undo the changes when failure is detected? You would need to keep track of the changes made so that they can be undone. My guess is that this would make the code more complex and not much faster (if any), but you might want to try it.\n",
+ "- In the theory of constraint propagation, [shaving](https://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.175.7143&rep=rep1&type=pdf) means guessing a value for some variable, detecting a contradiction, and then keeping track of the fact that the value is not possible. But in our program, when we guess wrong we don't keep track of anything. Can the program be made faster by incorporating shaving?\n",
+ "- Can you create an adversarial puzzle, where the program guesses wrong the maximal number of times? In other words, if you draw a tree of choices, what's a puzzle with a tree that has the solution in the bottom-right corner? How much time and how many backtracks does that puzzle take to solve?\n",
+ "- What [other Sudoku strategies](https://bestofsudoku.com/sudoku-strategy) can be implemented? Can you find a suite of strategies that will solve all the puzzles with no search? \n",
+ "- Can you develop a system to rank the difficulty of puzzles, based on the complexity of the strategies needed to solve it?\n",
+ "- Can you explain the mystery of the outliers?\n",
+ "\n",
+ "One final word: I finally got around to writing this up after a friend mentioned to me \"*Hey, a while back didn't you do a Sudoku program that could solve like a dozen puzzles a second or something?*\" I felt like Robert Wagner when he had to explain to Dr. Evil that \"a million dollars isn't exactly a lot of money these days,\" or in this case \"12 Hz isn't exactly a lot of puzzles.\" So this is for all of you who were cryogenically frozen in 1967 (and for all of you who weren't).\n",
+ "\n",
+ "\n",
+ " \n",
+ "\"One dozen puzzles per second\" \n",
+ " "
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
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+ "pygments_lexer": "ipython3",
+ "version": "3.7.6"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
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diff --git a/ipynb/hardest.txt b/ipynb/hardest.txt
new file mode 100644
index 00000000..664f586a
--- /dev/null
+++ b/ipynb/hardest.txt
@@ -0,0 +1,10 @@
+85...24..72......9..4.........1.7..23.5...9...4...........8..7..17..........36.4.
+..53.....8......2..7..1.5..4....53...1..7...6..32...8..6.5....9..4....3......97..
+12..4......5.69.1...9...5.........7.7...52.9..3......2.9.6...5.4..9..8.1..3...9.4
+...57..3.1......2.7...234......8...4..7..4...49....6.5.42...3.....7..9....18.....
+1....7.9..3..2...8..96..5....53..9...1..8...26....4...3......1..4......7..7...3..
+1...34.8....8..5....4.6..21.18......3..1.2..6......81.52..7.9....6..9....9.64...2
+...92......68.3...19..7...623..4.1....1...7....8.3..297...8..91...5.72......64...
+.6.5.4.3.1...9...8.........9...5...6.4.6.2.7.7...4...5.........4...8...1.5.2.3.4.
+7.....4...2..7..8...3..8.799..5..3...6..2..9...1.97..6...3..9...3..4..6...9..1.35
+....7..2.8.......6.1.2.5...9.54....8.........3....85.1...3.2.8.4.......9.7..6....
diff --git a/ipynb/one.txt b/ipynb/one.txt
new file mode 100644
index 00000000..24769d91
--- /dev/null
+++ b/ipynb/one.txt
@@ -0,0 +1 @@
+..7........1....3..5..4.6...4....7...6...3........1..2.....7.......6..8...2.....1
diff --git a/ipynb/sudata.txt b/ipynb/sudata.txt
new file mode 100644
index 00000000..a58858c0
--- /dev/null
+++ b/ipynb/sudata.txt
@@ -0,0 +1,500000 @@
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diff --git a/ipynb/sudoku10k.txt b/ipynb/sudoku10k.txt
new file mode 100644
index 00000000..734d382b
--- /dev/null
+++ b/ipynb/sudoku10k.txt
@@ -0,0 +1,10000 @@
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