MAX-PRODUCT FOR THE Q-BERNSTEIN-CHLODOWSKY OPERATORS

Carlo Cattani, Ozge Ozalp Guller, Ecem Acar, SEVILAY KIRCI SERENBAY

Abstract


In this study, we introduce a new kind of nonlinear Bernstein-Chlodowsky operators
based on q-integers. Firstly, we define the nonlinear q−Bernstein-Chlodowsky operators of maximum
product kind. Then, we give an error estimation for the q−Bernstein Chlodowsky operators
of maximum product kind by using a suitable generalizition of the Shisha-Mond Theorem. There
follows an upper estimates of the approximation error for some subclasses of functions


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