“BaireSpace1”的概念、定义、习题解题方法及翻译-数学辞典

单词	BaireSpace1
释义	Baire space Baire space is the topological product of countably many copies of $\\mathbb{N}$ with discrete topology. It is a Polish space. References 1 Wikipedia’s entry on http://en.wikipedia.org/wiki/Baire_space_(set_theory)Baire space (set theory)
随便看	ProofOfDownwardLowenheimSkolemTheorem proof of downward Lowenheim-Skolem theorem ProofOfDulacsCriteria Proof of Dulac’s Criteria proof of d⁢α⁢(X,Y)=X⁢(α⁢(Y)) - Y⁢(α⁢(X)) - α⁢([X,Y]) (global coordinate-free) proof of d⁢α⁢(X,Y)=X⁢(α⁢(Y)) - Y⁢(α⁢(X)) - α⁢([X,Y]) (local coordinates) ProofOfEgorovsTheorem proof of Egorov’s theorem ProofOfEisensteinCriterion proof of Eisenstein criterion ProofOfEmbeddingTheoremForOrderedAbelianGroupsOfRankOne proof of embedding theorem for ordered abelian groups of rank one ProofOfEquivalenceOfDefinitionsOfValuation proof of equivalence of definitions of valuation ProofOfEquivalenceOfFermatsLastTheoremToItsAnalyticForm proof of equivalence of Fermat’s Last Theorem to its analytic form ProofOfEquivalenceOfFormulasForExp proof of equivalence of formulas for exp ProofOfEquivalentDefinitionsOfAnalyticSetsForMeasurableSpaces proof of equivalent definitions of analytic sets for measurable spaces ProofOfEquivalentDefinitionsOfAnalyticSetsForPavedSpaces proof of equivalent definitions of analytic sets for paved spaces ProofOfEquivalentDefinitionsOfAnalyticSetsForPolishSpaces proof of equivalent definitions of analytic sets for Polish spaces ProofOfErdosAnningTheorem

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Baire space

References