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• W1917553642 abstract "Playing impartial games under the normal and misere conventions may differ a lot. However, there are also many exceptions for which the normal and misere plays are very similar. As early as in 1901 Bouton noticed that this is the case with the game of Nim. In 1976 Conway introduced a large class of such games that he called tame games. Here we introduce a proper subclass, pet games, and a proper superclass, domestic games. For each of these three classes we provide an efficiently verifiable characterization based on the following property. These games are closely related to another important subclass of the tame games introduced in 2007 by the first author and called miserable games. We show that tame, pet, and domestic games turn into miserable games by slight modifications of their definitions. We also show that the sum of miserable games is miserable and find several other classes that respect summation. The developed techniques allow us to prove that very many well-known impartial games fall into classes mentioned above. Such examples include all subtraction games, which are pet; game Euclid, which is miserable (and, hence, tame), as well as many versions of the Wythoff game and Nim, which may be miserable, pet, or domestic." @default.
• W1917553642 created "2016-06-24" @default.
• W1917553642 creator A5027250769 @default.
• W1917553642 creator A5034387346 @default.
• W1917553642 date "2015-08-26" @default.
• W1917553642 modified "2023-09-27" @default.
• W1917553642 title "On tame, pet, domestic, and miserable impartial games" @default.
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• W1917553642 hasPublicationYear "2015" @default.
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