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15
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Number of ways for a king to move from the lower left corner to the upper right corner by moving one step right, one step up, or one step up-right

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#combinatorics #chessboard
28
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Tifr gs 2021: symmetry of coloring chessboard under rotation

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#group-theory #rotations #equivalence-relations #symmetry #chessboard
125
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Placing chess pieces so that n such pieces are always non-attacking

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#combinatorics #chessboard
87
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When can we flip the entire grid if we contunue flipping the cells of a subgrid？

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#combinatorics #discrete-mathematics #chessboard
217
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Number of ways of placing $4$ knights on a $4 \times 4$ board such that for every knight, there is an unique knight attacking it

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#combinatorics #contest-math #chessboard
84
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The number of ways to arrange 8 rooks on the chessboard satisfying the condition

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#combinatorics #chessboard #derangements
49
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the number of ways in which you can place $m*n$ kings on only the white coloured squares

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#combinatorics #chessboard
40
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Way to move the chess piece

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#problem-solving #chessboard
203
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Shortest path between arbitrary squares for a chess knight

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#combinatorics #functions #graph-theory #chessboard
62
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Tied down chess pieces forming knots

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#knot-theory #chessboard
138
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Probability and Markov chains in a knight's tour

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#probability #matrices #discrete-mathematics #markov-chains #chessboard
133
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How can I calculate the limit of a transition matrix?

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#matrices #limits #markov-chains #chessboard #transition-matrix
54
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Minimize number of rooks in the final configuration in a chess board with $K$ rooks $(1 \leq K \leq N \times N )$

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#recreational-mathematics #discrete-optimization #chessboard
1.1k
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Can a {p,q}-powered knight return to the origin?

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#solution-verification #recreational-mathematics #chessboard
94
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If an ant starts from A on a chessboard and can only move in the forward and upward direction, what is the number of ways in which it can reach B?

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#combinatorics #permutations #combinations #chessboard

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