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- Effective_domain abstract "In convex analysis, a branch of mathematics, the effective domain is an extension of the domain of a function.Given a vector space X then a convex function mapping to the extended reals, , has an effective domain defined byIf the function is concave, then the effective domain isThe effective domain is equivalent to the projection of the epigraph of a function onto X. That isNote that if a convex function is mapping to the normal real number line given by then the effective domain is the same as the normal definition of the domain.A function is a proper convex function if and only if f is convex, the effective domain of f is nonempty and for every .".
- Effective_domain wikiPageID "33466771".
- Effective_domain wikiPageRevisionID "580061337".
- Effective_domain hasPhotoCollection Effective_domain.
- Effective_domain subject Category:Convex_analysis.
- Effective_domain subject Category:Functions_and_mappings.
- Effective_domain type Abstraction100002137.
- Effective_domain type Function113783816.
- Effective_domain type FunctionsAndMappings.
- Effective_domain type MathematicalRelation113783581.
- Effective_domain type Relation100031921.
- Effective_domain comment "In convex analysis, a branch of mathematics, the effective domain is an extension of the domain of a function.Given a vector space X then a convex function mapping to the extended reals, , has an effective domain defined byIf the function is concave, then the effective domain isThe effective domain is equivalent to the projection of the epigraph of a function onto X.".
- Effective_domain label "Effective domain".
- Effective_domain sameAs m.0h965wk.
- Effective_domain sameAs Q5347254.
- Effective_domain sameAs Q5347254.
- Effective_domain sameAs Effective_domain.
- Effective_domain wasDerivedFrom Effective_domain?oldid=580061337.
- Effective_domain isPrimaryTopicOf Effective_domain.