Some analytic and multivalent functions defined by subordination property

In this paper we introduce some functions which are multivalently analytic defined by the subordination property and the DziokSrivastava linear operator. We obtain characterizing property, growth and distortion inequalities, closure theorem, extreme points, radius of starlikeness, convexity, and close-to-convexity for the functions in the class. We also discuss inclusion and neighbourhood properties, region of p-valency and a class preserving linear operator for these functions. Interesting consequences of the results obtained are also indicated. 2000 Mathematics Subject Classification:Primary 30C45; Secondary 30C50, 26A33.