Integral operators defined by convolution with hypergeometric functions
The author defines an integral operator on the class \(\mathcal A\) of analytic functions in the unit disc involving Gauss hypergeometric functions and introduces certain new subclasses of \(\mathcal A\) using this operator. Some inclusion results, a covering theorem, radius problems and several other interesting properties of these classes are studied.
scientific article; zbMATH DE number 5115458
scientific article