New Integral Type Operators

Emre Deniz, Ali Aral, Gülsüm Ulusoy


In this paper we construct new integral type operators including heritable properties of Baskakov Durrmeyer and Baskakov Kantorovich opearators and Convergence of these operators in weighted space and the hypergeometric form of the operators as well. Voronovskaya type estimate of the pointwise convergence along with its quantitative version based on the weighted modulus of smoothness are given. Moreover, we give a direct approximation theorem for the operators in suitable weighted Lp space on [0,∞).

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