The U -Radius And Hankel Determinant For Analytic Functions, And Product Of Logharmonic Mappings

This thesis studies geometric and analytic properties of complex-valued analytic functions and logharmonic mappings in the open unit disk D. It investigates four research problems. As a precursor to the first, let U be the class consisting of normalized analytic functions f satisfying |(z= f (z))2...

Full description