Abstract

COEFFICIENT PROPERTIES OF A K-UNIFORMLY CONVEX FUNCTIONS ASSOCIATED WITH A Q-DERIVATIVE OPERATOR

Emelike Ukeje and chidinma N. Nwosu

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Abstract The work investigated some properties of a uniformly convex functions associated with a q-derivative operator. Properties studied include growth and distortion theorem of the subclass under consideration. The results showed that the operator generalized the coefficients of the subclass. KEYWORDS: q-number, q-symmetric derivative, uniformly convex functions,

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