Table of Contents:
  • Algebra of sets
  • Axioms of set theory, relations, funcilons
  • Natual numbers, finite and infinite sets
  • Generalized union, intersection and cartesian product
  • Theory of cardinal numbers
  • Linearly ordered sets
  • Well-ordered sets
  • Alephs and related topics
  • Inaccessible cardinals : the continuum hypothesis
  • Introduction to the theory of analytic and projective sets
  • Includes bibliographical references, errata, and indexes