Quantitative Voronovskaya Type Theorems For General Sequence of Linear Positive Operators

Abstract

The present paper deal with the obtaining quantitative form of the results presented Butzer & Karsli <cite>Butzer-Karsli</cite>. That is, we prove quantitative simultaneous results by general sequence of positive linear operators which are valid for unbounded functions with polynomial growth. We present some applications of the general results by considering particular sequences of positive linear operators.