SOME SMOOTHNESS PROPERTIES OF THE LUPAS-KANTOROVICH TYPE OPERATORS BASED ON POLYA DISTRIBUTION

Arun Kajla, Dan Miclaus

Abstract


In the present article, we study some smoothness properties of new Lupas-Kantorovich type operators based on Polya distribution, as uniform convergence and asymptotic behavior. In order to get the degree of approximation, some quantitative type theorems will be established. The bivariate
extension of these operators, with some indispensable results will be also presented


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