On a General Class of Linear and Positive Operators

Abstract

Suppose that (Lm)m≥1 is a given sequence of linear and positive operators. Starting with the mentioned sequence, the new sequence (Km)m≥1 of linear and positive operators is constructed. For the operators (Km)m≥1 a convergence theorem and a Voronovskaja-type theorem are established. As particular cases of the general construction, we refined the Bernstein’s… (More)

Topics

Cite this paper

@inproceedings{Pop2011OnAG, title={On a General Class of Linear and Positive Operators}, author={Ovidiu T. Pop and Mircea D. Fărcaş and Dan Barbosu}, year={2011} }