Elements of Mathematical Logic (Model Theory)
β Scribed by G. Kreisel and J.L. Krivine (Eds.)
- Publisher
- Elsevier Science
- Year
- 1967
- Tongue
- English
- Leaves
- 227
- Series
- Studies in Logic and the Foundations of Mathematics 48
- Category
- Library
No coin nor oath required. For personal study only.
β¦ Table of Contents
Content:
Edited by
Page iii
Copyright page
Page v
Preface
Pages v-vii
G. Kreisel
Chapter 0 Preliminaries Original Research Article
Pages 1-3
Chapter 1 Propositional Calculus Original Research Article
Pages 4-14
Chapter 2 Predicate Calculus Original Research Article
Pages 15-33
Chapter 3 Predicate Calculus with Equality Original Research Article
Pages 34-48
Chapter 4 The Elimination of Quantifiers Original Research Article
Pages 49-79
Chapter 5 Predicate Calculus with Several Types of Objects: The Hierarchy of Finite Types Original Research Article
Pages 80-114
Chapter 6 Definability Original Research Article
Pages 115-135
Chapter 7 Principal Models: Models of Infinite Formulas Original Research Article
Pages 136-153
Appendix I The Axiomatic Method Original Research Article
Pages 154-159
Appendix II Foundations of Mathematics Original Research Article
Pages 160-164
Part A Set Theoretic Semantic Foundations Original Research Article
Pages 165-194
Part B Combinatorial Foundations Original Research Article
Pages 195-221
Part C Semantic Versus Syntactic (Combinatorial) Introduction to Mathematical Logic Original Research Article
Page 222
π SIMILAR VOLUMES
<p>This book is addressed primarily to researchers specializing in mathematΒ ical logic. It may also be of interest to students completing a Masters Degree in mathematics and desiring to embark on research in logic, as well as to teachers at universities and high schools, mathematicians in general,
xi 296p maroon hardback with plum dustjacket, this copy from a Cambridge college library with light library markings, text clean and fresh, binding tight, appears hardly used, two pages of index slightly rough at edge, a nice copy