Set theory/Bibliography: Difference between revisions

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imported>John R. Brews
(update to new edition)
imported>John R. Brews
m (fix copyright date to correspond to front matter)
 
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<br>&nbsp;&nbsp;''A detailed informal introduction based on ZF set theory.''
<br>&nbsp;&nbsp;''A detailed informal introduction based on ZF set theory.''


{{cite book |title=Set theory |author=Thomas J Jech |url= http://www.amazon.com/Set-Theory-Thomas-Jech/dp/3540440852#reader_3540440852 |isbn=3540440852 |year=2006 |publisher=Springer |edition=3rd ed}}
{{cite book |title=Set theory |edition=The third millennium edition revised and expanded |author=Thomas J Jech |url= http://www.amazon.com/Set-Theory-Thomas-Jech/dp/3540440852#reader_3540440852 |isbn=3-540-44085-2 |year=2002 |publisher=Springer }}
<br>&nbsp;&nbsp; ''An advanced monograph on set theory.''
<br>&nbsp;&nbsp; ''An advanced monograph on set theory.''

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A list of key readings about Set theory.
Please sort and annotate in a user-friendly manner. For formatting, consider using automated reference wikification.

Paul R. Halmos, Naive Set Theory.
   (The University Series in Undergraduate Mathematics) Princeton, N. J., etc., Van Nostrand, 1960.
   Reprinted: (Undergraduate Texts in Mathematics) New York, etc., Springer, 1974. ISBN 0387900926 (Google)
  A detailed informal introduction based on ZF set theory.

Thomas J Jech (2002). Set theory, The third millennium edition revised and expanded. Springer. ISBN 3-540-44085-2. 
   An advanced monograph on set theory.