Axiomatic set theory
By: Paul Bernays ; with a historical introduction by Abraham A. Fraenkel.
Publisher: Dover Publications
Published: 1991
Place of publication: New York
Language: eng
Number of pages: 227
Subjects: Axiomatic set theory.
Notes: Includes bibliographical references (p. [219]-227) and indexes.
Reprint. Originally published: 2nd ed. Amsterdam : North-Holland Pub. Co., 1968.
Table of contents: label: Part I
title: Historical Introduction
pagenum: 1; label: Part II
title: Axiomatic Set Theory
pagenum: 37; label: Chapter I
title: The Frame of Logic and Class Theory
pagenum: 45; label: Chapter II
title: The start of General Set Theory
pagenum: 65; label: Chapter III
title: Ordinals; Natural Numbers; Finite Sets
pagenum: 80; label: Chapter IV
title: Transfinite Recursion
pagenum: 100; label: Chapter V
title: Power; Order; Wellorder
pagenum: 114; label: Chapter VI
title: The Completing Axioms
pagenum: 130; label: Chapter VII
title: Analysis; Cardinal Arithmetic; Abstract Theories
pagenum: 155; label: Chapter VIII
title: Further Strenghtening of The Axiom System