
We present and examine a new family of analytic functions that can be described by a q-Ruscheweyh differential operator. We discuss several novel results, including coefficient inequalities and other noteworthy properties such as partial sums and radii of starlikeness. Moreover, coefficient estimates for the class of Janowski starlike functions associated with symmetric conic domains are also discussed.
Applied Mathematics, Geometric Function Theory and Complex Analysis, Geometry, Quasiconformal Mappings, Coefficient Estimates, Physical Sciences, QA1-939, FOS: Mathematics, Conic section, Proofs of Langlands Conjectures for GL(n), Geometry and Topology, Holomorphic Functions, Complex Analysis and Operator Theory, Geometric Function Theory, Mathematics, Mathematical Physics, Hypergeometric Functions
Applied Mathematics, Geometric Function Theory and Complex Analysis, Geometry, Quasiconformal Mappings, Coefficient Estimates, Physical Sciences, QA1-939, FOS: Mathematics, Conic section, Proofs of Langlands Conjectures for GL(n), Geometry and Topology, Holomorphic Functions, Complex Analysis and Operator Theory, Geometric Function Theory, Mathematics, Mathematical Physics, Hypergeometric Functions
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