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- Logarithmically_convex_function abstract "In mathematics, a function f defined on a convex subset of a real vector space and taking positive values is said to be logarithmically convex or superconvex if , the composition of the logarithmic function with f, is a convex function.A logarithmically convex function f is a convex function since it is the composite of the increasing convex function and the function that is supposed convex, but the converse is not always true. For example is a convex function, but is not a convex function and thus is not logarithmically convex. On the other hand, is logarithmically convex since is convex. An important example of a logarithmically convex function is the gamma function on the positive reals (see also the Bohr–Mollerup theorem).".
- Logarithmically_convex_function wikiPageID "1503566".
- Logarithmically_convex_function wikiPageRevisionID "602591488".
- Logarithmically_convex_function hasPhotoCollection Logarithmically_convex_function.
- Logarithmically_convex_function id "5664".
- Logarithmically_convex_function title "logarithmically convex function".
- Logarithmically_convex_function subject Category:Real_analysis.
- Logarithmically_convex_function comment "In mathematics, a function f defined on a convex subset of a real vector space and taking positive values is said to be logarithmically convex or superconvex if , the composition of the logarithmic function with f, is a convex function.A logarithmically convex function f is a convex function since it is the composite of the increasing convex function and the function that is supposed convex, but the converse is not always true.".
- Logarithmically_convex_function label "Convexidad logarítmica".
- Logarithmically_convex_function label "Fonction logarithmiquement convexe".
- Logarithmically_convex_function label "Logarithmically convex function".
- Logarithmically_convex_function label "Logarithmische Konvexität".
- Logarithmically_convex_function sameAs Logarithmische_Konvexität.
- Logarithmically_convex_function sameAs Convexidad_logarítmica.
- Logarithmically_convex_function sameAs Fonction_logarithmiquement_convexe.
- Logarithmically_convex_function sameAs m.056f_f.
- Logarithmically_convex_function sameAs Q3610230.
- Logarithmically_convex_function sameAs Q3610230.
- Logarithmically_convex_function wasDerivedFrom Logarithmically_convex_function?oldid=602591488.
- Logarithmically_convex_function isPrimaryTopicOf Logarithmically_convex_function.