How does mathematics relate to chess?
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Chess is unarguably mathematical; it is simply a finite set (of pieces) on which a finite set of restrictions (or rules) are imposed.
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Chess is unarguably mathematical; it is simply a finite set (of pieces) on which a finite set of restrictions (or rules) are imposed. Within these restrictions, a variety of possible states (or positions) occur, and certain ordered subsets of these possible states form 'games'.
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Chess is unarguably mathematical; it is simply a finite set (of pieces) on which a finite set of restrictions (or rules) are imposed. Within these restrictions, a variety of possible states (or positions) occur, and certain ordered subsets of these possible states form 'games'.
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