Here we state a convergence theorem for a general class of nonlinear integral operators acting on functions defined over locally compact topological groups. Such operators contain, in particular, a nonlinear version of the generalized sampling operators. Moreover, results concerning the order of approximation are obtained
Uniform convergence and rate of approximation for a nonlinear version of the generalized sampling operator
BARDARO, Carlo;VINTI, Gianluca
1998
Abstract
Here we state a convergence theorem for a general class of nonlinear integral operators acting on functions defined over locally compact topological groups. Such operators contain, in particular, a nonlinear version of the generalized sampling operators. Moreover, results concerning the order of approximation are obtainedFile in questo prodotto:
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