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Why is the following problem impossible to solve?

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#puzzle #chessboard
175
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Heuristics problem of a $6 \times 6$ chessboard

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#proof-writing #chessboard
66
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What is the most accurate estimate of total possible number of chess games

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#chessboard
625
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Chess Problem on Rook Placement

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#chessboard
287
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the subtraction of numbers on chess board is at least 5.

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#probability #combinatorics #discrete-mathematics #recreational-mathematics #chessboard
6.5k
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Prove that if fifteen bishops were placed on a chessboard, then at least two of them attack each other.

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#pigeonhole-principle #chessboard
1.8k
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Is it possible to cover with dominos a chess-board with opposite corners removed?

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#chessboard
350
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pigeonhole principle, for a chessboard problem.

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#combinatorics #pigeonhole-principle #chessboard
346
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Square board with $N\times N$ squares, at least $N(\sqrt N + {1\over 2})$ colored

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#combinatorics #discrete-mathematics #graph-theory #contest-math #chessboard
1.7k
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Knight on chess board aperiodic?

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#probability #markov-chains #markov-process #chessboard
723
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Sum of cells in chessboard

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#puzzle #chessboard
1.5k
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Chessboard $8\times8$ and domino $1\times2$

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#combinatorics #chessboard
912
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Graph theory on chessboard

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#graph-theory #expectation #chessboard
3.1k
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Are there any applications of matrices, or linear algebra to chess? If so, are there good books on it?

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#linear-algebra #matrices #soft-question #applications #chessboard
1.3k
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How many unique solutions are there to the 8 rooks problem?

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#combinatorics #permutations #chessboard

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