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Titlebook: Mathematical Foundations of Programming Semantics; 7th International Co Stephen Brookes,Michael Main,David Schmidt Conference proceedings 1

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Call-by-value combinatory logic and the lambda-value calculus, second by-value logic introduces laziness to K terms so that the translation can preserve the structure of functions that do not use their argument. Both logics include constants and delta rules, and we prove their equivalence with the λ.-calculus.
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From operational to denotational semantics,ems proven is complete with respect to a denotational semantics. Furthermore, the mathematical tools used in the paper are minimal, the techniques should be applicable to a wide class of languages, and all proofs are constructive.
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Nonwellfounded sets and programming language semantics,e definitions, both of semantic operators and semantic models. The use of nonwellfounded sets further allows for the construction of compositional models for a larger class of transition systems than in the setting of complete metric spaces, which was used before.
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Trade-offs in true concurrency: Pomsets and mazurkiewicz traces,e elaborate scheme required for distinguishing pomsets. Finally, we discuss the operations of sequential and parallel composition in the two models. This is part of an ongoing effort to relate models of concurrency.
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Conference proceedings 1992areas. A major goalof the series is to improvecommunication and interaction between researchers in theseareas and to establish ties between related areasofresearch.The volume contains revised and refereed versions of eachofthe contributed papers and refereed papers by three invitedspeakers:Jon Barwise, John Reynolds, and Mitchell Wand.
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Types, abstraction, and parametric polymorphism, part 2,ns) theorem, the identity extension lemma, and parametric polymorphism, for Cartesian-closed-category models of the simply typed lambda calculus and PL-category models of the polymorphic typed lambda calculus. Treatments of Kripke relations and of complete relations on domains are included.
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From operational to denotational semantics,ude congruence, least fixed-point, an analogue to continuity, and fixed-point induction. We then show how any ordering on programs for which these theorems hold can be easily extended to give a fully abstract cpo for the language, giving evidence that any operational semantics with these basic theor
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The equivalence of two semantic definitions for inheritance in object-oriented languages,ritance given in [CHC90] and [Mit90] are compared and shown to be equivalent. The equivalence is shown by presenting and comparing two denotational semantics of the simple language which capture the essence of each of the earlier semantics.
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