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6 ½ X 9 7/16 in Part V. Higher-order logic and logical frameworks.
Chapter 15. Classical Type Theory (Peter B. Andrews).
Introduction to type theory.
Metath eoretical foundations.
Proof search.
Conclusion.
Bibliography. Index.
Chapter 16. Higher-Order Unification and Matching (Gilles Dowek) .
Type Theory and Other Set Theories.
Simply Typed &lgr;-calculus.
Undecidab ility.
Huet’s Algorithm.
Scopes Ma nagement.
Decidable Subcases.
Unif ication in &lgr;-calculus with Dependent Types.
Bibliogr aphy. Index.
Chapter 17. Logical Frameworks (Frank Pfenning).
Introduction.
Abstract syntax.
Judgments and deductions.
Meta-programming and proof search.
Representing meta-theory.
Appendix: the simply-typed
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6 ½ X 9 7/16 in Part V. Higher-order logic and logical frameworks.
Chapter 15. Classical Type Theory (Peter B. Andrews).
Introduction to type theory.
Metath eoretical foundations.
Proof search.
Conclusion.
Bibliography. Index.
Chapter 16. Higher-Order Unification and Matching (Gilles Dowek) .
Type Theory and Other Set Theories.
Simply Typed &lgr;-calculus.
Undecidab ility.
Huet’s Algorithm.
Scopes Ma nagement.
Decidable Subcases.
Unif ication in &lgr;-calculus with Dependent Types.
Bibliogr aphy. Index.
Chapter 17. Logical Frameworks (Frank Pfenning).
Introduction.
Abstract syntax.
Judgments and deductions.
Meta-programming and proof search.
Representing meta-theory.
Appendix: the simply-typed