Titlebook: Conditional Term Rewriting Systems; 1st International Wo S. Kaplan,J. -P. Jouannaud Conference proceedings 1988 Springer-Verlag Berlin Heid

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Conference proceedings 1988most of the researchers involved in the field. Conditional rewriting has actually known important breakthroughs during the last two years; it was the purpose of the workshop to put the results together, to present new, original contributions to the domain, and to discuss still unsolved issues. These

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Confluent term rewriting systems with membership conditions, reduction. We study the confluence of membership-conditional term rewriting systems that are . and .. It is shown that a restricted . term rewriting system in which membership conditions satisfy the closure and termination properties is confluent if the system is nonoverlapping.

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Confluence of conditional rewrite systems,e settle negatively the question whether “joinability of critical pairs” is, in general, sufficient for confluence of terminating conditional systems. We review known sufficient conditions for confluence, and also prove two new positive results for systems having critical pairs and arbitrarily big terms in conditions.

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A completion procedure for conditional equations,plification of conditional equations and rules, so that the procedure terminates on more specifications. The correctness proofs which form a substantial part of this paper employ recursive path orderings on proof trees, an extension of the ideas of Bachmair, Dershowitz and Hsiang to the conditional case.

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Compiling conditional rewriting systems,de class of problems dealing with choices defined by rules. Thus, we get rid of the specific term pattern matching problem. We also develop other topics, in order to produce functional code for normalization, using a “by value” strategy.

adhesive

Marina L. Gavrilova,C. J. Kenneth Tan reduction. We study the confluence of membership-conditional term rewriting systems that are . and .. It is shown that a restricted . term rewriting system in which membership conditions satisfy the closure and termination properties is confluent if the system is nonoverlapping.

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0302-9743 together most of the researchers involved in the field. Conditional rewriting has actually known important breakthroughs during the last two years; it was the purpose of the workshop to put the results together, to present new, original contributions to the domain, and to discuss still unsolved iss

obstinate

Sascha Hauke,Martin Pyka,Dominik Heidere settle negatively the question whether “joinability of critical pairs” is, in general, sufficient for confluence of terminating conditional systems. We review known sufficient conditions for confluence, and also prove two new positive results for systems having critical pairs and arbitrarily big terms in conditions.