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KingsRow is a strong checkers and draughts engine. It was released by Ed Gilbert in 2000. The checkers engine can be used with the CheckerBoard GUI. It is only available as a DLL on Windows since CheckerBoard is a windows-only program. [1] The engine is available as freeware. The engine uses neural networks, opening books, and endgame databases ...
Chinook is a computer program that plays checkers (also known as draughts). It was developed between the years 1989 to 2007 at the University of Alberta, by a team led by Jonathan Schaeffer and consisting of Rob Lake, Paul Lu, Martin Bryant, and Norman Treloar.
International draughts (also called international checkers or Polish draughts) is a strategy board game for two players, one of the variants of draughts. The gameboard comprises 10×10 squares in alternating dark and light colours, of which only the 50 dark squares are used.
Checkers [note 1] (American English), also known as draughts (/ d r ɑː f t s, d r æ f t s /; British English), is a group of strategy board games for two players which involve forward movements of uniform game pieces and mandatory captures by jumping over opponent pieces.
Nemesis is an English draughts program by Murray Cash. Today Nemesis is no longer commercially available; development stopped years ago. Nemesis was the strongest program in 2002, when it won the British computer championship against Wyllie, a 16-game match ending +5 =11 in favor of Nemesis and the Computer Checkers World Championship played out in Las Vegas.
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Programmers added specific heuristics for the endgame – for example, the king should move to the center of the board. [10] However, a more comprehensive solution was needed. In 1965, Richard Bellman proposed the creation of a database to solve chess and checkers endgames using retrograde analysis.
For instance, in 2007 it was announced that checkers has been weakly solved—optimal play by both sides also leads to a draw—but this result was a computer-assisted proof. [4] Other real world games are mostly too complicated to allow complete analysis today, although the theory has had some recent successes in analyzing Go endgames.