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From logic to logic programming / Kees Doets.
Author
Doets, Kees
[Browse]
Format
Book
Language
English
Published/Created
Cambridge, Mass. : MIT Press, [1994], ©1994.
Description
xii, 214 pages : illustrations ; 24 cm.
Details
Subject(s)
Logic programming
[Browse]
Series
Foundations of computing.
[More in this series]
Bibliographic references
Includes bibliographical references (p. [197]-199) and index.
Contents
1. Preliminaries. 1.1. Mathematical Induction. 1.2. Trees. 1.3. Multisets. 1.4. Ordinals and Cardinals
2. Propositional Logic. 2.1. Syntax. 2.2. Semantics. 2.3. Conjunctive Normal Form. 2.4. Resolution
3. First-order Logic. 3.1. Introduction. 3.2. Syntax. 3.3. Semantics. 3.4. Quantifier-free Sentences. 3.5. Universal Sentences. 3.6. Prenex and Skolem Forms. 3.7. Resolution: The Unrestricted Version. 3.8. Unification. 3.9. Resolution
4. Program-definability. 4.1. Programs. 4.2. The Least Herbrand Model. 4.3. Fixed Points. 4.4. Hierarchies. 4.5. Definability. 4.6. Representing Domains as Herbrand Universes
5. Linear Resolution. 5.1. Preliminaries. 5.2. Unrestricted Linear Resolution. 5.3. Ground Completeness. 5.4. Linear Resolution. 5.5. SLD-Resolution
6. Infinite Derivations. 6.1. Negative Information. 6.2. Non-standard Algebras. 6.3. Resolution over Non-standard Algebras. 6.4. Realization Trees. 6.5. The Interplay of SLD-trees and Realization Trees
7. Computability. 7.1. Preliminaries.
7.2. Computability of Recursive Functions. 7.3. Complexity of T[subscript p][actual symbol not reproducible]
8. Negation. 8.1. Introduction. 8.2. Negation Implemented: SLDNF. 8.3. 3-Valued Models. 8.4. 3-Valued Consequence Operator. 8.5. Soundness. 8.6. Saturation. 8.7. Completeness for SLDNF.
Show 6 more Contents items
ISBN
0262041421
LCCN
93006196
OCLC
28666357
RCP
C - O
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From logic to logic programming / Kees Doets.
id
998841833506421