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New posts in combinatorial-game-theory
permutation search game
combinatorics
algorithms
combinatorial-game-theory
BMO2 2017 Question 4 - Bobby's Safe
combinatorics
optimization
contest-math
combinatorial-game-theory
Theoretical Question Basketball
probability
soft-question
combinatorial-game-theory
Winning strategy in $(2n+1) \times (2n+1)$ matrix game.
linear-algebra
determinant
game-theory
combinatorial-game-theory
What is the winning strategy for this Game on the Power Set
combinatorics
combinatorial-game-theory
Optimal strategy for river crossing game
optimization
recreational-mathematics
combinatorial-game-theory
Proving that one has solved chess by exhibiting the zeroes of polynomials over finite fields?
polynomials
finite-fields
computational-complexity
combinatorial-game-theory
Can you win the monochromatic urn game?
combinatorics
graph-theory
computational-complexity
combinatorial-game-theory
matching-theory
Adding digits to make a number prime or composite
combinations
game-theory
combinatorial-game-theory
John Nash's Hex proof
game-theory
combinatorial-game-theory
Number of ways Nim-sum is X
combinatorics
combinatorial-game-theory
Factorization game, can we find winning strategy?
contest-math
game-theory
prime-factorization
combinatorial-game-theory
Extending Conway Games to $n$ players
combinatorial-game-theory
Prove that $5 \times 5 \times 5$ tic-tac-toe ends in a draw
combinatorial-game-theory
tic-tac-toe
Prime Numbers and a Two-Player Game
number-theory
prime-numbers
analytic-number-theory
game-theory
combinatorial-game-theory
Characteristic 3 analogue of nimbers?
field-theory
combinatorial-game-theory
Sum numbers game with numbers $n,n-1,n-2,\ldots,3,2,1,2,3,\ldots,n-2,n-1,n$
combinatorics
recreational-mathematics
puzzle
combinatorial-game-theory
Algorithm to multiply nimbers
algorithms
finite-fields
computational-complexity
combinatorial-game-theory
How to determine the size of the complete game tree for basic [M]?
combinatorics
general-topology
symmetry
combinatorial-game-theory
sudoku
Are there infinitely many $\alpha \times \beta$ Chomp boards where player 2 wins?
combinatorial-game-theory
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