On difference of bivariate linear positive operators

Saheed Olaosebikan Aremu, A. Olgun
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Abstract

In the present paper we give quantitative type theorems for the differences of different bivariate positive linear operators by using weighted modulus of continuity. Similar estimates are obtained via K-functional and for Chebyshev functionals. Moreover, an example involving Szasz and Szasz-Kantorovich operators is given.
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关于二元线性正算子的差分
本文利用加权连续模给出了不同二元正线性算子差分的数量型定理。通过K泛函和Chebyshev泛函得到了类似的估计。并给出了Szasz算子和Szasz-Kantorovich算子的一个例子。
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