An evolutionary approach to the coefficient problems in the class of starlike functions
An evolutionary approach to the coefficient problems in the class of starlike functions
In this paper, we apply the differential evolution algorithm as a new approach to solve some coefficient problems within Geometric Function Theory. We find sharp bounds for the determinant of the Hankel matrix $H_{4,1}(f)$ and the determinants of all its sub-matrices for the class of starlike functions, i.e., for the …