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Logarithmically convex function
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==References== * John B. Conway. ''Functions of One Complex Variable I'', second edition. Springer-Verlag, 1995. {{isbn|0-387-90328-3}}. * {{springer|title=Convexity, logarithmic|id=p/c026410}} * {{citation | last1 = Niculescu | first1 = Constantin | last2 = Persson | first2 = Lars-Erik | author2-link = Lars-Erik Persson | title = Convex Functions and their Applications - A Contemporary Approach | publisher = [[Springer-Verlag|Springer]] | year = 2006 | edition = 1st | language = English | doi = 10.1007/0-387-31077-0 | isbn = 978-0-387-24300-9 | issn = 1613-5237 }}. * {{citation | last1 = Montel | first1 = Paul | author1-link = Paul Montel | title = Sur les fonctions convexes et les fonctions sousharmoniques | journal = Journal de Mathématiques Pures et Appliquées | year = 1928 | language = French | pages = 29–60 | volume = 7 }}. {{Convex analysis and variational analysis}} {{PlanetMath attribution|id=5664|title=logarithmically convex function}} [[Category:Real analysis]]
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