On the Rates of Convergence of the q-Lupaş-Stancu Operators

Ogün Doğru, Gürhan Içöz, Kadir Kanat


We introduce a Stancu type generalization of the Lupas operators based on the q-integers, rate of convergence of this modication are obtained by means of the modulus of continuity, Lipschitz class functions and Peetres K-functional. We will also introduce r-th order generalization of these operators
and obtain its statistical approximation properties.

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