Titlebook: Domains and Processes; Proceedings of the 1 Klaus Keimel,Guo-Qiang Zhang,Yi-Xang Chen Conference proceedings 2001 Kluwer Academic Publisher

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書目名稱Domains and Processes影響因子(影響力)




書目名稱Domains and Processes影響因子(影響力)學(xué)科排名




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書目名稱Domains and Processes網(wǎng)絡(luò)公開度學(xué)科排名




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Commonplace

encomiast

https://doi.org/10.1007/978-3-322-82006-8definitions of strong ground bisimilarity and strong asynchronous ground bisimilarity closure under substitution is not explicitly required. Based upon this fact complete systems are given for both relations. The axiomatic systems are novel in that they use none of the prefix, choice and match combi

替代品

On The Equivalence of Some Approaches to Computability on the Real Line,nd/or the function has a computable extension to this domain..For defining the semantics of the language Real. PCF a full subcategory of the category of bounded-complete ω-continuous directed complete partial orders is introduced and it is defined when a domain in this category is effectively given.

糾纏

Semantics of Logic Programs and Representation of Smyth Powerdomain, or nondeterministic information systems. We show that the hyperresolution rule is sound and complete for sequent structures as well, making it possible to interpret a disjunctive logic program directly as a sequent structure.

斷言

Axiomatization Without Prefix Combinator,definitions of strong ground bisimilarity and strong asynchronous ground bisimilarity closure under substitution is not explicitly required. Based upon this fact complete systems are given for both relations. The axiomatic systems are novel in that they use none of the prefix, choice and match combi

斷言

背心

束縛

Encounters Between Topology and Domain Theory,c power domain The article attempts to develop the thesis that topological tools are useful for the investigation of order-theoretic structures arising in theoretical computer science and the latter in turn suggest new research directions in topology.

Chipmunk

The Continuous Functionals of Finite Types Over the Reals, and that our construction is equivalent to the analogue construction in the category of limit spaces..In order to obtain this we will consider a restricted function space construction. We then show that this restriction, up to equivalence, does not restrict the class of total objects.