
An Introduction to Proof Theory
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Content
- Preface
- 1 Introduction
- 2 Axiomatic calculi
- 3 Natural deduction
- 4 Normal deductions
- 5 The sequent calculus
- 6 The cut-elimination theorem
- 7 The consistency of arithmetic
- 8 Constructive ordinals and induction
- 9 The consistency of arithmetic, continued
- Appendices:
- A The Greek alphabet
- B Set-theoretic notation
- C Axioms, rules, and theorems of axiomatic calculi
- D Exercises on axiomatic derivations
- E Natural deduction
- F Sequent calculus
- G Outline of the cut elimination theorem
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