Fractional calculus and some properties of k-uniform convex functions with negative coefficients

Gueney, H. OzlemEker, S. SumerOwa, Shigeyoshi2024-04-242024-04-2420061027-54872224-6851https://hdl.handle.net/11468/20928In this paper, we introduce a class of functions (k, A, B, alpha) - UCV which is convex in the unit disk. We give some results for the class (k, A, B, alpha) - UCV, integral operators and radius of k-uniform convexity. Further, the proofs of distortion theorems for fractional calculus for functions (k, A, B, alpha) - UCV is given.eninfo:eu-repo/semantics/closedAccessIntegral OperatorsSubordinationStarlikeConvexK-UniformFractional CalculuscFractional calculus and some properties of k-uniform convex functions with negative coefficientsFractional calculus and some properties of k-uniform convex functions with negative coefficientsArticle10616711683WOS:0002431274000192-s2.0-33845932976Q3Q3