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Table of Contents
I. QUANTIFIER-FREE LOGICS.
1. From Aristotle to Boole.
2. Propositional Logic.
3. Equational Logic.
4. Predicate Clause Logic.
II. LOGIC WITH QUANTIFIERS.
5. First-Order Logic: Introduction, and Fundamental Results on Semantics.
6. A Proof System for First-Order Logic and Gödel's Completeness Theorem.
Appendix A. A Simple Timetable of Mathematical Logic and Computing.
Appendix B. Dedekind-Peano Number System.
Appendix C. Writing Up an Inductive Definition or Proof.
Appendix D. FL Propositional Logic.
Bibliography.
Index.