Chocolate games that satisfy the inequality $y\le \lfloor \frac{z}{k} \rfloor $ for $k=1,2$ and Grundy numbers

Shunsuke Nakamura; Ryo Hanafusa; Wataru Ogasa; Takeru Kitagawa; Ryohei Miyadera

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Displaying similar documents to “Chocolate games that satisfy the inequality y ≤ ⌊ z k ⌋ for k = 1 , 2 and Grundy numbers”

Displaying similar documents to “Chocolate games that satisfy the inequality $y \leq ⌊ \frac{z}{k} ⌋$ for $k = 1, 2$ and Grundy numbers”