Geometric inequalities via a symmetric differential operator defined by quantum calculus in the open unit disk (Q2198917)

Summary: The present investigation covenants with the concept of quantum calculus besides the convolution operation to impose a comprehensive symmetric \(q\)-differential operator defining new classes of analytic functions. We study the geometric representations with applications. The applications deliberated to indicate the certainty of resolutions of a category of symmetric differential equations type Briot-Bouquet.