About: Lightface analytic game

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In descriptive set theory, a lightface analytic game is a game whose payoff set A is a subset of Baire space; that is, there is a tree T on which is a computable subset of , such that A is the projection of the set of all branches of T. The determinacy of all lightface analytic games is equivalent to the existence of 0#. * v * t * e

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  • In descriptive set theory, a lightface analytic game is a game whose payoff set A is a subset of Baire space; that is, there is a tree T on which is a computable subset of , such that A is the projection of the set of all branches of T. The determinacy of all lightface analytic games is equivalent to the existence of 0#. * v * t * e (en)
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  • In descriptive set theory, a lightface analytic game is a game whose payoff set A is a subset of Baire space; that is, there is a tree T on which is a computable subset of , such that A is the projection of the set of all branches of T. The determinacy of all lightface analytic games is equivalent to the existence of 0#. * v * t * e (en)
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  • Lightface analytic game (en)
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