A Theory of Sets

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Academic Press, May 27, 1986 - Mathematics - 178 pages
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This book provides graduate students and professional mathematicians with a formal unified treatment of logic and set theory. The formalization can be used without change to build just about any mathematical structure on some suitable foundation of definitions and axioms. In addition to most of the topics considered standard fare for set theory several special ones are treated. This book will be found useful as a text for a substantial one-semester course in set theory and that the student will find continuing use for the formal and highly flexible language
 

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Contents

Chapter 0 Language and Inference
1
Chapter 1 Logic
39
Chapter 2 Set Theory
63
Appendix A The Construction of Definitions
153
Appendix B The Consistency of the Axiom of Size
163
Appendix C Axiomatic Equivalence
167
Index of Constants
169
General Index
173
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