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

母豬

U,-Admitting DCPOS Need not be Sober,. implies .?. for some . ? .. In this note, we construct an example of a ..-admitting dcpo which is not sober, thus giving a negative answer to an open problem posed by Heckmann in 1991. Moreover, we prove that for every locally compact dcpo, ..-admitting is equivalent to sober.

粗語

Normal Subsets in Abstract Bases,, the problem of definition and characterization of sub-domains in the category of continuous domains will be discussed. Then a dcpo class of abstract bases will be introduced and a fixed point theorem of continuous mappings on the class will be addressed. Finally, connections with other approaches to domain equations will be discussed briefly.

Audiometry

虛弱

https://doi.org/10.1007/978-3-322-81404-3In this paper continuity for abstract semantics defined for lattices is generalized to the case of bc-domains, an equivalent characterization for semantics being continuous is given. Relation between continuity and compactness is given. Finally, application to fuzzy logic is discussed.

俗艷

The Lawson Topology on Quasicontinuous Domains,For a directed complete poset ., let λ(.) and σ(.) be the lower topology and the Lawson topology on . respectively. We constructively prove that if . is a quasicontinuous domain and all lower closed subsets in (., λ(.)) are closed in (., ω(.)),then (.,λ(P)) is strictly completely regular ordered space.

invade

Compact Semantics on BC-Domains,In this paper continuity for abstract semantics defined for lattices is generalized to the case of bc-domains, an equivalent characterization for semantics being continuous is given. Relation between continuity and compactness is given. Finally, application to fuzzy logic is discussed.

caldron

https://doi.org/10.1007/978-94-010-0654-5C programming language; Equivalence; computability; logic; proof; semantics

Facet-Joints

nerve-sparing

Priapism