6 1/2 X 9 7/16 in Part V. Higher-order logic and logical frameworks.
Chapter 15. Classical Type Theory (Peter B. Andrews).
1. Introduction to type theory.
2. Metath eoretical foundations.
3. Proof search.
4. Conclusion.
Bibliography. Index.
Chapter 16. Higher-Order Unification and Matching (Gilles Dowek) .
1. Type Theory and Other Set Theories.
2. Simply Typed -calculus.
3. Undecidab ility.
4. Huet's Algorithm.
5. Scopes Ma nagement.
6. Decidable Subcases.
7. Unif ication in -calculus with Dependent Types.
Bibliogr aphy. Index.
Chapter 17. Logical Frameworks (Frank Pfenning).
1. Introduction.
2. Abstract syntax.
3. Judgments and deductions.
4. Meta-programming and proof search.
5. Representing meta-theory.
6. Appendix: the simply-typed
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