By A. V: Aho, J. E. Hopcroft, J. D. Ullman
This booklet provides the knowledge constructions and algorithms that underpin a lot of today’s computing device programming. the root of this ebook is the fabric inside the first six chapters of our previous paintings, The layout and research of machine Algorithms. we've got multiplied that insurance and feature extra fabric on algorithms for exterior garage and reminiscence administration. for this reason, this publication can be compatible as a textual content for a primary direction on information buildings and algorithms.
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Unified algebras and institutions. In Principles of Programming Language& Conference, pages 304-312. ACM Press, 1989. 23. B. Nebel. Reaaoning and Revision in Hybrid Representation System&. Lecture Notes in Artificial Intelligence. Springer-Verlag, 1990. 24. M. J. O'Donnell. Term-rewriting implementation of equational logic programming. In P. Lescanne, editor, P1·oc. of Rewriting Techniques and ApJJlicalions, pages 1-12, Bordeaux, France, 1987. SJ>ringer-Verlag. 25. G. E. Peterson and M. E. Stickel.
13. -P. Jouannaud and H. Kirchner. Completion on a set of rules modulo a set of equations. SIAM J. computing, 15(1):1155-1194, 1986. 14. C. Kirchner. Methode& et Outil& de Conception Systematique d'Algorithme& d'Unification dana le& Theories Equationnelle&. PhD thesis, Universite de Nancy I, 1985. 15. H. Kirchner. Preuve& par Completion dans le& Variete& d'Aigebre&. PhD thesis, Universite de Nancy I, 1985. 16. J. W. Klop. Term rewriting systems: A tutorial. Bulletin of the EATCS, 32:143-183, 1987.
Smolka and H. Ait-l{aci. Inheritance hierarchies: Semantics and unification. Journal of Symbolic Computation, 7:343-370, 1989. 27. Y. Toyama. On tlte Clturch-Roscr property for the direct sum of term rcwtiting systems. J. of tl1e ACM, 34(1):128-143, 1987. A Case Study of Completion Modulo Distributivity and Abelian Groups* Hantao Zhang University of Iowa, Iowa 52242, USA hzhang@cs. uiowa. edu Abstract We propose an approach for building equational theories with the objective of improving the performance of the completion procedure, even though there exist canonical rewrite systems for these theories.