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The aim of this paper is to find the necessary and sufficient conditions andinclusion relations for Pascal distribution series to be in the classesSP_{p}({\alpha},\b{eta}) and UCV_{p}({\alpha},\b{eta}) of uniformly spirallikefunctions. Further, we consider properties of a special function related toPascal distribution series. Several corollaries and consequences of the mainresults are also considered.

Uniformly convex spiral functions and uniformly spirallike function associated with Pascal distribution series