Set Theory

Eine schlagwort­basierte Auswahl unserer Fachbücher

Intuitionistic Set Theory (Forschungsarbeit)

Intuitionistic Set Theory

or How to construct semi-rings. Part IV

Forschungsergebnisse zur Informatik

The logical problem is an old problem. Leibniz developed a "mathesis universalis", which he estimated to be the Logic of sciences. His approach was rational calculable. Frege took Leibniz‘s ideas and prepared a logic, which was composed by nitions.

In Frege‘s Logic the calculation with numbers plays an..

Intuitionistic Set Theory (Forschungsarbeit)

Intuitionistic Set Theory

or How to construct semi-rings Part III

Forschungsergebnisse zur Informatik

Hilbert‘s Program is completed by a finite method, which constructs propositions. The constructed propositions can make assertions about infinitive sets. Intuitionistic Set Theory generalizes the construction of an algebraic-real number u.u is a complex number, which satisfies a polynomial equation with rational..
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..

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),..

 

Literatur: Set Theory / Eine Auswahl an Fachbüchern aus dem Verlag Dr. Kovač