UNIFORMLY STARLIKE AND UNIFORMLY CONVEXITY PROPERTIES PERTAINING TO CERTAIN SPECIAL FUNCTIONS

Article ID

ZW3C3

UNIFORMLY STARLIKE AND UNIFORMLY CONVEXITY PROPERTIES PERTAINING TO CERTAIN SPECIAL FUNCTIONS

Dr. ROHIT MUKHERJEE
Dr. ROHIT MUKHERJEE
AMBER SRIVASTAVA
AMBER SRIVASTAVA SWAMI KESHVANAND INSTITUTE OF TECHNOLOGY,MANAGEMENT & GRAMOTHAN,JAIPUR
DOI

Abstract

The aim of this paper is to establish sufficient conditions for the function z {pψq (z)} to be in the classes of uniformly starlike and uniformly convex functions associated with the parabolic region Re {ω} > | − 1 ω | . Further, convolution of the functions which are analytic in the open unit disk with negative coefficients have been investigated. Finally, similar results using an integral operator have also been obtained.

UNIFORMLY STARLIKE AND UNIFORMLY CONVEXITY PROPERTIES PERTAINING TO CERTAIN SPECIAL FUNCTIONS

The aim of this paper is to establish sufficient conditions for the function z {pψq (z)} to be in the classes of uniformly starlike and uniformly convex functions associated with the parabolic region Re {ω} > | − 1 ω | . Further, convolution of the functions which are analytic in the open unit disk with negative coefficients have been investigated. Finally, similar results using an integral operator have also been obtained.

Dr. ROHIT MUKHERJEE
Dr. ROHIT MUKHERJEE
AMBER SRIVASTAVA
AMBER SRIVASTAVA SWAMI KESHVANAND INSTITUTE OF TECHNOLOGY,MANAGEMENT & GRAMOTHAN,JAIPUR

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AMBER SRIVASTAVA. 1970. “. Unknown Journal GJSFR Volume 11 (GJSFR Volume 11 Issue 7): .

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UNIFORMLY STARLIKE AND UNIFORMLY CONVEXITY PROPERTIES PERTAINING TO CERTAIN SPECIAL FUNCTIONS

Dr. ROHIT MUKHERJEE
Dr. ROHIT MUKHERJEE
AMBER SRIVASTAVA
AMBER SRIVASTAVA SWAMI KESHVANAND INSTITUTE OF TECHNOLOGY,MANAGEMENT & GRAMOTHAN,JAIPUR

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