On the range of analytic functions related to Caratheodory class

On a class of analytic functions related to Hadamard products

In this paper, we introduce a new class of analytic functions which are analytic related to Hadamard products. Characterization properties which include coefficient bounds, growth and distortion, and closure theorem are given. Further, results on integral transforms are also discussed. 2000 Mathematical Subject Classification: 30C45

On a class of analytic multivalent functions

We use a property of the Bernardi operator in the theory of the Briot–Bouquet differential subordinations to prove several theorems for the classes VpkðH;A;BÞ of multivalent analytic functions defined by using the Dziok–Srivastava operator H. Some of these results we obtain applying the convolution property due to Rusheweyh. We take advantage of the Miller–Mocanu lemma to improve the earlier re...

On Certain Class of Analytic Functions Related to Cho-Kwon-Srivastava Operator

On a class of analytic functions related with generalized Bazilevic type functions

On the Real Part of a Class of Analytic Functions

ON THE REAL PART OF A CLASS OF ANALYTIC FUNCTIONS B.A. Frasin Abstract. Let T (β, b), β(β ≥ 0) and b ∈ C denote the class of analytic functions f(z) in the open unit disk which satisfy the condition Re {f ′(z) + βzf ′′(z)} > 1 − |b| . Inclusion relations of functions in the class T (β, b) are given. Lower bounds are also obtained for the n-th partial sums Fn(z) of the Libera integral operator F...