Let G be a locally compact topological group with Haar measure and let L(G) the space of extended real-valued measurable functions on G. The modular error of approximation in modular function spaces is estimated for a class of nonlinear integral operators of convolution type with a kernel which satisfies generalized Lipschitz conditions
Approximation by Nonlinear Integral Operators in some Modular Function Spaces
BARDARO, Carlo;VINTI, Gianluca
1996
Abstract
Let G be a locally compact topological group with Haar measure and let L(G) the space of extended real-valued measurable functions on G. The modular error of approximation in modular function spaces is estimated for a class of nonlinear integral operators of convolution type with a kernel which satisfies generalized Lipschitz conditionsFile in questo prodotto:
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