On hybrid Baskakov operators preserving two exponential functions

Abstract

In the current article, we consider a modified form of the Baskakov operators having weights of Szász basis functions which preserve two exponential functions $ e^{Ax} $ and $ e^{2Ax}, $ for $ A \in \bf{R} $. We estimate the approximation results in weighted space and establish an asymptotic kind formula. Finally, a graphical representation is provided for comparative study concerning convergence.