不偏ゲームの平坦性についての考察(セッション(6) : 一般)

概要

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In this paper, we discuss impartial games. If a game satisfies the following conditions, it is called impartial: the two players must move in alternate turn, the moves that each player can select in his turn are the same, and the game ends in finite number of turns. In normal rule, we analyze the positions by their Grundy value. In misere rule, Yamasaki defined flatness of positions to analyze, while Conway defined tameness of them. We prove that these two concepts are the same.
一般社団法人情報処理学会の論文
2004-03-08