In this article we study approximation properties for a class of general integral operators. We give pointwise, uniform and modular convergence theorems in abstract modular spaces and we apply the results to some kind of discrete operators including the sampling type series, Szasz-Mirakyan operators and Bernstein polynomials.
Approximation properties in abstract modular spaces for a class of general sampling-type operators
BARDARO, Carlo;MANTELLINI, Ilaria
2006
Abstract
In this article we study approximation properties for a class of general integral operators. We give pointwise, uniform and modular convergence theorems in abstract modular spaces and we apply the results to some kind of discrete operators including the sampling type series, Szasz-Mirakyan operators and Bernstein polynomials.File in questo prodotto:
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