Bivariate Lupa\c{s}-Durrmeyer type operators involving P\'{o}lya distribution
Abstract
In this paper, we consider a bivariate extension of blending type approximation by Lupa\c{s}-Durrmeyer type operators involving P\'{o}lya Distribution. We illustrate the convergence rate of these type operators using Peetre's K-functional, modulus of smoothness and for functions in a Lipschitz type space.
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