Discrete operators associated with linking operators
AbstractWe associate to an integral operator a discrete one which is conceptually simpler, and study the relations between them. The differences between the integral and the associated discrete operators are estimated. Applications are given, involving the Baskakov type operators, genuine Baskakov–Durrmeyer type operators, and their Kantorovich modifications. We construct the discrete operators associated with these integral operators and apply our general results in this context.
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