Book:Books/Set Theory
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The following books covered on $\mathsf{Pr} \infty \mathsf{fWiki}$ discuss set theory.
For a comprehensive list of books referenced on $\mathsf{Pr} \infty \mathsf{fWiki}$ (and more), see Books.
Books
- 1851: Bernhard Bolzano: Paradoxien des Unendlichen
- 1906: W.H. Young and Grace Chisholm Young: The Theory of Sets of Points
- 1914: Felix Hausdorff: Grundzüge der Mengenlehre
- 1915: Georg Cantor: Contributions to the Founding of the Theory of Transfinite Numbers (translated with an introduction by Philip E.B. Jourdain)
- 1937: Felix Hausdorff: Mengenlehre (3rd ed.)
- 1957: Felix Hausdorff: Set Theory (translated by John R. Aumann)
- 1962: Felix Hausdorff: Set Theory (2nd ed.) (translated by John R. Aumann)
- 1978: Felix Hausdorff: Set Theory (3rd ed.) (translated by John R. Aumann)
- 1991: Felix Hausdorff: Set Theory (4th ed.) (translated by John R. Aumann)
- 1939: Nicolas Bourbaki: Théorie des Ensembles
- 1968: Nicolas Bourbaki: Theory of Sets
- 1960: Paul R. Halmos: Naive Set Theory
- 1971: Gaisi Takeuti and Wilson M. Zaring: Introduction to Axiomatic Set Theory
- 1972: Nicolas Bourbaki: Séminaire de Géométrie Algébrique du Bois Marie
- 1972: S. Swierczkowski: Sets and Numbers
- 1973: Thomas J. Jech: The Axiom of Choice
- 1975: T.S. Blyth: Set Theory and Abstract Algebra
- 1977: Herbert B. Enderton: Elements of Set Theory
- 1978: Thomas Jech: Set Theory
- 1980: Kenneth Kunen: Set Theory: An Introduction to Independence Proofs
- 1996: Derek Goldrei: Classic Set Theory
- 1996: Winfried Just and Martin Weese: Discovering Modern Set Theory. I: The Basics
- 1997: Winfried Just and Martin Weese: Discovering Modern Set Theory. II: Set-Theoretic Tools for Every Mathematician
- 1999: András Hajnal and Peter Hamburger: Set Theory (translated by Attila Máté from Halmazeimélet)
- 2014: Nik Weaver: Forcing for Mathematicians