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Intuitionistic Set Theory Part II
Forschungsergebnisse zur Informatik
In part II of his study, the author deals with the following problems:
Trees and Partitions Inaccessible Cardinals Descriptive Set Theory (Theory of a real variable) Auxiliary Notions Borel sets, B-measurable functions, Baire property Souslin space, projective sets Measurable Selectors [...]InformatikMathematikMengenlehrePhysikProgrammverifikationQuantentheorieReelle ZahlenSet Theory
Zum ShopConrad Kuck
Intuitionistic Set Theory Part I
Forschungsergebnisse zur Informatik
In part I of his study, the author deals with the following problems:
Foundation of Euclidean semi-rings by finite construction of irra-tional numbers in the semi-space (N algebraic reals) Decidable derivation of the axioms of the Axiomatic Set Theory (by K. Kuratowski and A. Mostowski), relations, functions Natural numbers (as special case of the irrationals), finite and infinite categories Generalized union, intersection and Cartesian procuct Theory of Cardinal Numbers Linearly ordered sets Well-ordered sets Alephs and related…InformatikMathematikMengenlehrePhysikProgrammverifikationQuantentheorieReelle ZahlenSet TheoryHäufige Schlagworte im Fachgebiet Informatik