Hassan Aït-Kaci (auth.), Hélène Kirchner, Giorgio Levi (eds.)354055873X, 9783540558736, 038755873X
Table of contents :
Outline of an object-oriented calculus of higher type….Pages 1-2
High-level-replacement systems for equational algebraic specifications….Pages 3-20
Termination of rewrite systems by elementary interpretations….Pages 21-36
Termination of order-sorted rewriting….Pages 37-52
Generalized sufficient conditions for modular termination of rewriting….Pages 53-68
A theory of first-order built-in’s of prolog….Pages 69-83
Fixpoint semantics for partial computed answer substitutions and call patterns….Pages 84-99
Oracle semantics for Prologa….Pages 100-114
On the relation between primitive recursion, schematization, and divergence….Pages 115-127
Term rewriting with sharing and memoïzation….Pages 128-142
Definitional trees….Pages 143-157
Multiparadigm logic programming….Pages 158-200
Non-linear real constraints in constraint logic programming….Pages 201-212
A general scheme for constraint functional logic programming….Pages 213-227
Incremental rewriting in narrowing derivations….Pages 228-243
Counterexamples to completeness results for basic narrowing (extended abstract)….Pages 244-258
Uniform narrowing strategies….Pages 259-275
Proof by consistency in constructive systems with final algebra semantics….Pages 276-290
A fast algorithm for ground normal form analysis….Pages 291-305
Eta-conversion for the languages of explicit substitutions….Pages 306-321
Serialisation analysis of concurrent logic programs….Pages 322-334
Implementation of a toolset for prototyping algebraic specifications of concurrent systems….Pages 335-349
Axiomatizing permutation equivalence in the λ-calculus….Pages 350-363
A CLP view of logic programming….Pages 364-383
Partial deduction of logic programs WRT well-founded semantics….Pages 384-402
The finiteness of logic programming derivations….Pages 403-419
Theorem proving for hierarchic first-order theories….Pages 420-434
A goal oriented strategy based on completion….Pages 435-445
On n -syntactic equational theories….Pages 446-457
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