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On a subclass of p-valent Prestarlike Functions with Negative Coecient Defined by Dziok-Srivastava Linear operator

In this manuscript, a new subclass of multivalent prestarlike functions with negative coecients defined by Dziok-Srivastava linear operator is introduced. Coecient estimate, distortion Theorems associated with fractional derivative operator are investigated for this class. Further class preserving integral operator, extreme points, radii of p-valently convexity and other interesting properties for the said class have been determined.