A Family of p−valent Analytic Functions with two Fixed Points Involving a Calculus Operator

Abstract

In this paper a family Tλ(m, ν, δ, α, p, z0) of p−valent analytic functions with
two fixed points involving a calculus operator is considered. Necessary and sufficient
coefficient condition for functions belonging to this family is obtained. Using
this coefficient inequality, inclusion relation, growth theorem, extreme points, results
on Hadamard product are obtained for functions belonging to this family.