Boundedness and Compactness of Nonlinear Integral Equations in Functional Spaces
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Faculté des Mathématiques et d’Informque Départment des Mathématiques - Option : Analyse Mathématique et Numérique
Abstract
In this memory we study, the bounded ofa nonlinear integral equations
Hammerstein type, in Lebesgue fonctional spaces. We use the simplest
method, which is the fixed point method. Numerical examples are presented.