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15
149
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Using dominoes to cover a chessboard

Published on
#recreational-mathematics #tiling #chessboard
77
Views

Clarification On A Pigeonhole Principle Problem

Published on
#combinatorics #discrete-mathematics #pigeonhole-principle #chessboard
31
Views

number of paths passing by each tile of a chessboard by adjacent tiles

Published on
#chessboard
257
Views

How many regions can be selected in a chess board?

Published on
#combinatorics #chessboard #polyomino
133
Views

System of distinct representatives and chessboards

Published on
#combinatorics #tiling #combinatorial-designs #chessboard
149
Views

Neighbours of white squares on a chess board and Hall's theorem.

Published on
#combinatorics #tiling #matching-theory #chessboard
750
Views

No. of ways of selecting 3 squares when they do not lie in same row, column, or diagonal

Published on
#combinatorics #combinations #chessboard
538
Views

Zobrist hashing collision probability 64-bit vs twice 32-bit

Published on
#chessboard #hash-function
319
Views

Combinatorics - prove white can always force a win or draw in double chess

Published on
#combinatorics #contest-math #combinatorial-game-theory #chessboard
74
Views

Counting chessboard rectangles

Published on
#sequences-and-series #discrete-mathematics #puzzle #chessboard
328
Views

Nonattacking "queens" on tiled triangles

Published on
#combinatorics #chessboard
296
Views

Invariant problem-Chess board

Published on
#modular-arithmetic #invariance #chessboard
736
Views

Question about closed knight's tours for n x m chessboard

Published on
#hamiltonian-path #chessboard #knight-tours
669
Views

How I can shortly prove that you can have a closed knight's tour on the 6x6 chessboard?

Published on
#hamiltonian-path #chessboard #knight-tours
224
Views

How many ways can 2 rooks and a bishop be placed on a 4x4 board such that no piece attacks another piece?

Published on
#combinatorics #chessboard

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