Intuitionistic Logic Model Theory and Forcing

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Author(s): Melvin Chris Fitting (Eds.)
Series: Studies in Logic and the Foundations of Mathematics 54
Publisher: Elsevier Science
Year: 1969

Language: English
Pages: 2-4, 11-191

Content:
Advisory Editorial Board
Page 2

Edited by
Page 3

Copyright page
Page 4

Acknowledgments
Page 11

Introduction
Pages 13-15

Chapter 1 Propositional Intuitionistic Logic Semantics
Pages 19-27

Chapter 2 Propositional Intuitionistic Logic Proof Theory
Pages 28-37

Chapter 3 Related Systems of Logic
Pages 38-44

Chapter 4 First Order Intuitionistic Logic Semantics
Pages 45-52

Chapter 5 First Order Intuitionistic Logic Proof Theory
Pages 53-70

Chapter 6 Additional First Order Results
Pages 71-87

Chapter 7 Intuitionistic MО± Generalizations
Pages 91-115

Chapter 8 Independence of the Axiom of Choice
Pages 116-121

Chapter 9 ordinals and Cardinals
Pages 122-132

Chapter 10 Independence of the Continuum Hypothesis
Pages 133-136

Chapter 11 Definability and Constructability
Pages 137-149

Chapter 12 Independence of the Axiom of Constructability
Pages 150-151

Chapter 13 Additional Results
Pages 152-162

Chapter 14 Additional Classical Model Generalizations
Pages 163-178

Appendix (to ch. 11 В§ 2)
Pages 179-187

Bibliography
Pages 188-189

Subject Index
Pages 190-191