Sy‐David Friedman, Tapani Hyttinen, Vadim Kulikov
Abstract
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We study the Borel reducibility of Borel equivalence relations on the generalized Baire space $\kappa ^\kappa $ for an uncountable $\kappa $ with $\kappa ^{<\kappa }=\kappa $. The theory looks quite different from its classical counterpart where $\kappa =
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We study the Borel reducibility of Borel equivalence relations on the generalized Baire space $\kappa ^\kappa $ for an uncountable $\kappa $ with $\kappa ^{<\kappa }=\kappa $. The theory looks quite different from its classical counterpart where $\kappa =
Key concepts: Uncountable set, Mathematics, Kappa, Baire measure, Baire space, Borel equivalence relation, Polish space, Borel hierarchy