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(n.149, 1983 - current) available via SpringerLink
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Genre/Form: | Electronic resources (Books) |
---|---|
Material Type: | Document, Internet resource |
Document Type: | Book, Computer File, Internet Resource |
All Authors / Contributors: |
Lawrence C Paulson; Tobias Nipkow |
ISBN: | 3540582444 9783540582441 0387582444 9780387582443 |
OCLC Number: | 30667004 |
Description: | xvii, 321 pages : illustrations ; 24 cm |
Contents: | I. Introduction to Isabelle. 1. Foundations. 2. Getting Started with Isabelle. 3. Advanced Methods -- II. The Isabelle Reference Manual. 4. Basic Use of Isabelle. 5. Proof Management: The Subgoal Module. 6. Tactics. 7. Tacticals. 8. Theorems and Forward Proof. 9. Theories, Terms and Types. 10. Defining Logics. 11. Syntax Transformations. 12. Substitution Tactics. 13. Simplification. 14. The Classical Reasoner -- III. Isabelle's Object-Logics. 15. Basic Concepts. 16. First-Order Logic. 17. Zermelo-Fraenkel Set Theory. 18. Higher-Order Logic. 19. First-Order Sequent Calculus. 20. Constructive Type Theory -- A: Syntax of Isabelle Theories. |
Series Title: | Lecture notes in computer science, 828. |
Responsibility: | Lawrence C. Paulson ; with contributions by Tobias Nipkow. |
More information: |
Abstract:
As a generic theorem prover, Isabelle supports a variety of logics. Distinctive features include Isabelle's representation of logics within a meta-logic and the use of higher-order unification to combine inference rules. Isabelle's built-in logics are also described in detail.
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