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Intuitionistic Set Theory Part II (Forschungsarbeit)

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
Intuitionistic Set Theory Part I (Forschungsarbeit)

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…InformatikMathematikMengenlehrePhysikProgrammverifikationQuantentheorieReelle ZahlenSet Theory