Certain Properties of a Subclass of Non-Bazilevic Functions of Complex Order

Abstract

For function of the form

which are analytic and univalent in the open unit disk D. The authors define certain new subclass of analytic functions which satisfy the condition that

where  is any non-zero complex number and denote the subordination symbol. A and B are arbitrary constants with . Coefficient bounds, growth and distortion theorems for functions belonging to the said subclass  were determined.

Mathematics Subject Classification: Primary 30C45