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Einstein chess: Pieces transform into more or less powerful pieces when they move. [52] Gravity chess: After every turn, all pieces other than pawns fall towards the higher ranks of the board, until they either reach the eighth rank, or another piece or pawn in the way. [53] [54] Grid chess: The board is overlaid with a grid of lines. For a ...
Chess on a really big board was created as an outgrowth of Betza's ideas on three-dimensional chess, after he noted that an 8×8×8 board for 3D chess would have 512 spaces, more than any large version of chess that had previously been invented; he then considered two-dimensional very large (or, in his word, "huge") chess games, mainly on the ...
Chess with different armies (or Betza's Chess [1] or Equal Armies [2]) is a chess variant invented by Ralph Betza in 1979. Two sides use different sets of fairy pieces . There are several armies of equal strength to choose from, including the standard FIDE army.
Bughouse chess (also known as exchange chess, Siamese chess (but not to be confused with Thai chess), tandem chess, transfer chess, double bughouse, doubles chess, cross chess, swap chess or simply bughouse, bugsy, or bug) is a popular chess variant played on two chessboards by four players in teams of two. [1]
Most chess sets come with only the 32 pieces used in the starting position. Some chess sets come with an extra queen of each color, but this does not accommodate the possibility of having three or more pieces of the same type. [6] When multiple sets are available, promoted pieces are borrowed from other sets if required.
For infinite chess, it has been found that the mate-in-n problem is decidable; that is, given a natural number n and a player to move and the positions (such as on ) of a finite number of chess pieces that are uniformly mobile and with constant and linear freedom, there is an algorithm that will answer if there is a forced checkmate in at most n moves. [11]
By analogy to standard chess, it is assumed that a piece that moves multiple squares can capture an opposing piece only by finishing its move on the opposing piece's square. In other words, a piece can capture only once per turn. Burroughs was explaining his chess rules for an Earth audience familiar with standard chess.
3D chess on Star Trek (from the episode "Court Martial") Tri-Dimensional Chess, Tri-D Chess, or Three-Dimensional Chess [a] is a chess variant which can be seen in many Star Trek TV episodes and movies, starting with the original series (TOS) and proceeding in updated forms throughout the subsequent movies and spinoff series. [9]
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