SOME RESULTS ASSOCIATED WITH CONVOLUTION INVOLVING CERTAIN CLASSES OF UNIFORMLY STARLIKE AND CONVEX FUNCTIONS WITH NEGATIVE COEFFICIENTS

Making use of the convolution property of two analytic functions, we define new classes of uniformly starlike and convex functions with negative coefficients and obtain characterization properties which include coefficient estimates, growth and distortion, convex linear combinations, extreme points and closure theorems. Further results on integral transforms are also discussed.