There is given an estimation of a nonlinear integral operator acting on real valued functions defined on compact group, belonging to a generalized Orlicz spaces. We suppose that the kernel K satisfies some generalized Lipschitz conditions. A modular convergence theorem is also deduced.
Modular estimates and modular convergence for a class of nonlinear operators
BARDARO, Carlo;VINTI, Gianluca
1994
Abstract
There is given an estimation of a nonlinear integral operator acting on real valued functions defined on compact group, belonging to a generalized Orlicz spaces. We suppose that the kernel K satisfies some generalized Lipschitz conditions. A modular convergence theorem is also deduced.File in questo prodotto:
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