On a new type of Szasz-Chlodowsky operators in terms of 2D Appell Polynomials

Ilhan Karakilic, Resat Aslan, Mahvish Ali, Nezihe Turhan

Abstract


The main goal of this research is to obtain several approximation properties of Kantorovich variant Szasz-Chlodowsky operators based on 2D Appell Polynomials. We provide a connection between weighted B-statistical convergence (WBSC) and rate of WBSC concepts, and approximation theory. We also prove a Voronovskaja theorem related to WBSC. Finally, we consider certain examples and discuss advantages of proposed operators via certain numerical results.


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