Geometric properties of nonlinear integral transforms of certain analytic functions (Q1764327)

Let \(H\) denote the class of all analytic functions in the open unit disk \(D=\{z:| z| <1\}\) and \(A\) denote the class of functions \(f\in H\) normalised by a Taylor series. By using norm estimates of the pre-Schwarzian derivatives for certain analytic functions defined by a nonlinear integral transform, the authors gave several interesting geometric properties of the integral transform.