From logic to logic programming

From logic to logic programming

by Doets, Kees

Type Book
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Title Statements

  • Full title :From logic to logic programming / Kees Doets.

Edition Statements

  • Publication Date:©1994.

Publication Statements

  • Publisher(s):MIT Press
  • Place of Publication:Cambridge, Mass
  • Language:eng
  • Publication Date:©1994.

The Physical Object

  • Description:xii, 214 pages : : illustrations ; : 24 cm.

Edition Identifiers

  • ISBN:0262041421, 9780262041423, 9780262288477, 0262288478
  • oclc:ocm28666357
  • LC Classification:QA76.63
  • Dewey Decimal:005.1

Table of 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…

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