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Paper Title:
Properties of q-gamma and q-beta functions derived from the q-Gauss-Pólya inequalities
Author(s):
Sanja Varošanec
Department of Mathematics,
University of Zagreb,
Zagreb, Croatia
E-mail:
varosans@math.hr
Abstract:
We consider log-convexity and other properties of several functions related to q-gamma and q-beta functions. These properties are consequences of the general inequality, so-called q-analogue of the Gauss-Pólya inequality. Various inequalities involving these special functions are also given.
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