closure domain

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• Domain-Driven Design — (DDD) ist ein von Eric Evans in seinem Buch Domain Driven Design geprägter Begriff für eine Anwendungsdomänen getriebene Herangehensweise an das Design komplexer objektorientierter Software.[1] Domain Driven Design ist nicht nur eine Technik oder …   Deutsch Wikipedia

• Closure (computer science) — In computer science, a closure (also lexical closure, function closure, function value or functional value) is a function together with a referencing environment for the non local variables of that function.[1] A closure allows a function to… …   Wikipedia

• Closure (mathematics) — For other uses, see Closure (disambiguation). In mathematics, a set is said to be closed under some operation if performance of that operation on members of the set always produces a unique member of the same set. For example, the real numbers… …   Wikipedia

• Dedekind domain — In abstract algebra, a Dedekind domain or Dedekind ring, named after Richard Dedekind, is an integral domain in which every nonzero proper ideal factors into a product of prime ideals. It can be shown that such a factorization is then necessarily …   Wikipedia

• Integrally closed domain — In commutative algebra, an integrally closed domain A is an integral domain whose integral closure in the field of fractions of A is A itself. Many well studied domains are integrally closed: Fields, the ring of integers Z, unique factorization… …   Wikipedia

• Protein domain — Pyruvate kinase, a protein from three domains (PDB 1pkn) A protein domain is a part of protein sequence and structure that can evolve, function, and exist independently of the rest of the protein chain. Each domain forms a compact three… …   Wikipedia

• Bézout domain — In mathematics, a Bézout domain is an integral domain which is, in a certain sense, a non Noetherian analogue of a principal ideal domain. More precisely, a Bézout domain is a domain in which every finitely generated ideal is principal. A… …   Wikipedia

• Star domain — In mathematics, a set S in the Euclidean space R n is called a star domain (or star convex set) if there exists x 0 in S such that for all x in S the line segment from x 0 to x is in S. This definition is immediately generalizable to any real or… …   Wikipedia

• Prüfer domain — In mathematics, a Prüfer domain is a type of commutative ring that generalizes Dedekind domains in a non Noetherian context. These rings possess the nice ideal and module theoretic properties of Dedekind domains, but usually only for finitely… …   Wikipedia

• Dragon's Domain — Space: 1999 episode Episode no. Season 1 Episode 23 …   Wikipedia

• Causal closure — is a metaphysical theory about the nature of causation in the physical realm with significant ramifications in the study of the mind.DefinitionCausal closure has two main formulations a weak and a strong form. The weak form states: No physical… …   Wikipedia