Approximation by a generalized Szasz-Bezier operators

Qiulan Qi, Dandan Guo

Abstract


The application of Bezier type operators is very extensive and has attracted people's attention. In the year 2017, Ren established  a generalized Bernstein-Bezier type operators acting on C[0, 1]. Inspired by this, in this paper, a generalized Szasz-Bezier type operators, with Gamma function defined on the positive semi-axis, is extended. Then, the equivalent theorem and the Voronovskaja type asymptotic formulas are also obtained.

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