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Infinite chess is any variation of the game of chess played on an unbounded chessboard. Versions of infinite chess have been introduced independently by multiple players, chess theorists, and mathematicians, both as a playable game and as a model for theoretical study. It has been found that even though the board is unbounded, there are ways in ...
Infinite games Hamkins has investigated several infinitary games, including infinite chess, infinite draughts, infinite Hex, and others. On the topic of infinite chess, Hamkins, Brumleve and Schlicht proved that the mate-in- n problem of infinite chess is decidable. [27]
Infinite chess: Numerous players and mathematicians have conceived of chess variations played on an unbounded chessboard. [85] In one example, when using "Converse's rules," the pieces and their relative starting positions are unchanged—only the board is infinitely large.
13) for details. A perfect information two-player game over a game tree (as defined in combinatorial game theory and artificial intelligence) can be represented as an extensive form game with outcomes (i.e. win, lose, or draw). Examples of such games include tic-tac-toe, chess, and infinite chess. [1][2] A game over an expectminimax tree, like ...
Hnefatafl (Nordic chess-like game) Hiashatar (Mongolian chess variant) Hive (boardless chess-like game) Infinite chess. Janggi (Korean chess) Jeson Mor (Mongolian chess variant) Ko Shogi (Shogi Variant based on xiangqi and go) Kruzno.
Solving chess Solving chess consists of finding an optimal strategy for the game of chess; that is, one by which one of the players (White or Black) can always force a victory, or either can force a draw (see solved game). It is also related to more generally solving chess-like games (i.e. combinatorial games of perfect information) such as Capablanca chess and infinite chess. In a weaker ...
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