Approximate methods for solving degenerate singular integral equations

Approximate methods for solving degenerate singular integral equations

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Background.Singular integral equations in degenerate cases describe many processes in natural science and technology.The theory of A Crítica ao Cinema Brasileiro Atual: a retórica das revistas Veja e Bravo! these equations has been studied quite well, but as far as the authors know, there are currently no analytical methods for solving them.In this regard, there is a need to construct approximate methods for solving singular integral equations in degenerate cases.

The article is devoted to the construction of such methods, which determines its relevance.Materials and methods.When constructing approximate methods, iteration-projection methods are used.Results and conclusions.

A spline-collocation method for solving a degenerate singular Music and Painting in the Autobiographical Prose of Eugenio Montale and Antonio Delfini (The Butterfly of Dinard, “One Story”) characteristic equation is constructed.A two-stage approximate method is proposed for solving complete singular integral equations in degenerate cases and their characteristic equations.