General Integral Operators of p-valent Function

Abstract

In this paper we study new general integral operators of $p$-valent functions, which have to cover several integral operators from literature. We give sufficient conditions for these operators to be $p$-valently starlike, $p$-valently close-to-convex, uniformly $p$-valent close-to-convex and strongly starlike of order $\tau \,\, (0<\tau\leq 1)$ in $U$ (open unit disk).