Review on Fractional Q-calculus with Varying Arguments | Chapter 5 | Recent Advances in Mathematical Research and Computer Science Vol. 5

 We introduce a novel subclass of analytic functions described by fractional q - calculus integral operators in this chapter. Using the concept of q-calculus, we also introduce the q-Bernadi integral operator for analytic functions. For the functions f belonging to the classes V(A, B, q, ) and K(A, B, q, ), we cover coefficient estimates, growth, distortion theorems, and many other features.

Author(S) Details

N. Ravi Kumar
Department of Mathematics, JSS College of Arts, Commerce and Science, Mysore - 570 025, India.

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