Work

Approximate solution of singular integro-differential equations by reduction methods in generalized Hölder spaces

Year: 2006

Type: conference-paper

Abstract: : In present paper we elaborated the numerical schemes of reduction methods for approximative solution of Singular Integro- Differential Equations with kernels of Cauchy type. The equations are defined on the arbitrary smooth closed contours of complex plane. The researched methods are based on the Faber-Laurent polynomials. Theoretical background of reduction methods has been obtained in Generalized Hölder spaces. Singular Integro- differential equations, Faber-Laurent polynomials, Generalized Hölder spaces 1

Authors: Feras M. Al Faqih, Nikos E. Mastorakis, Iurie Caraus

Institution: Moldova State University

Language: English

Topic: Differential Equations and Boundary Problems

Subfield: Applied Mathematics

Field: Mathematics

Domain: Physical Sciences

Open Access status: green

OpenAlex ID: W80285287

FWCI: 3.332

Cites: 6

Cited by: 5

Related to: 10