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- Q3177856 subject Q7832255.
- Q3177856 abstract "Wythoff's game is a two-player mathematical game of strategy, played with two piles of counters. Players take turns removing counters from one or both piles; in the latter case, the numbers of counters removed from each pile must be equal. The game ends when one person removes the last counter or counters, thus winning.Martin Gardner claims that the game was played in China under the name 捡石子 jiǎn shízǐ ("picking stones"). The Dutch mathematician W. A. Wythoff published a mathematical analysis of the game in 1907.".
- Q3177856 thumbnail Wythoffs_Nim.svg?width=300.
- Q3177856 wikiPageWikiLink Q1150710.
- Q3177856 wikiPageWikiLink Q179976.
- Q3177856 wikiPageWikiLink Q215193.
- Q3177856 wikiPageWikiLink Q242767.
- Q3177856 wikiPageWikiLink Q3177846.
- Q3177856 wikiPageWikiLink Q395.
- Q3177856 wikiPageWikiLink Q41690.
- Q3177856 wikiPageWikiLink Q440426.
- Q3177856 wikiPageWikiLink Q677706.
- Q3177856 wikiPageWikiLink Q724409.
- Q3177856 wikiPageWikiLink Q728415.
- Q3177856 wikiPageWikiLink Q7632246.
- Q3177856 wikiPageWikiLink Q7832255.
- Q3177856 wikiPageWikiLink Q791663.
- Q3177856 wikiPageWikiLink Q8040666.
- Q3177856 comment "Wythoff's game is a two-player mathematical game of strategy, played with two piles of counters. Players take turns removing counters from one or both piles; in the latter case, the numbers of counters removed from each pile must be equal. The game ends when one person removes the last counter or counters, thus winning.Martin Gardner claims that the game was played in China under the name 捡石子 jiǎn shízǐ ("picking stones"). The Dutch mathematician W. A.".
- Q3177856 label "Wythoff's game".
- Q3177856 depiction Wythoffs_Nim.svg.