ArticleOriginal scientific text
Title
Multivalent Harmonic Functions defined by m-tuple Integral operators
Authors
Abstract
In this paper a multivalent harmonic function is defined by m-tuple integral operators and some classes of these multivalent harmonic functions are studied in terms of inequalities involving Wright generalized hypergeometric functions. Some special cases of our results are also mentioned.
Keywords
Multivalent Harmonic starlike (convex) functions, Erdélyi-Kober integral operator, Hohlov operator, Carlson and Shaffer operator, convolution, Wright generalized hypergeometric function, Gauss hypergeometric function, incomplete beta function
Main language of publication
English
Published
2010
Published online
2017-12-19
Exact and natural sciences