2011•Kyungpook mathematical journalOpen access

Certain Class of Multidimensional Convolution Integral Equations Involving a Generalized Polynomial Set

J. M. Shenan, Tariq Omar Salim

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Abstract

The aim of this paper is to obtain a solution of a certain multidimensional convolution integral equation of Fredholm type whose kernel involves a generalized polynomial set.A number of results follow as special cases from the main theorem by specifying the parameters of the generalized polynomial set.

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The aim of this paper is to obtain a solution of a certain multidimensional convolution integral equation of Fredholm type whose kernel involves a generalized polynomial set.A number of results follow as special cases from the main theorem by specifying the parameters of the generalized polynomial set.

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Available abstract

The aim of this paper is to obtain a solution of a certain multidimensional convolution integral equation of Fredholm type whose kernel involves a generalized polynomial set.A number of results follow as special cases from the main theorem by specifying the parameters of the generalized polynomial set.

Key concepts: Mathematics, Class (philosophy), Convolution (computer science), Polynomial, Set (abstract data type), Applied mathematics, Mathematical analysis, Integral equation

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