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2009•Journal of mathematical extension.Open access

NUMERICAL SOLUTION OF VOLTERRA INTEGRAL EQUATIONS OF FIRST KIND BY USING A RECURSIVE SCHEME

Maleknejad Khosrow, Roodaki Mosenmasoud, H. Almasieh

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Abstract

First kind integral equations can be solved numerically with several methods. In this paper we describe a recursive method for solving Volterra integral equation that don't need to solve system of algebraic equation. This method ofiers several advantages in reduc- ing computational burden. Finally by comparison of numerical results, simplicity and e-ciency of this method will be shown.

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What this paper is about

First kind integral equations can be solved numerically with several methods. In this paper we describe a recursive method for solving Volterra integral equation that don't need to solve system of algebraic equation. This method ofiers several advantages in reduc- ing computational burden. Finally by comparison of numerical results, simplicity and e-ciency of this method will be shown.

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Available abstract

First kind integral equations can be solved numerically with several methods. In this paper we describe a recursive method for solving Volterra integral equation that don't need to solve system of algebraic equation. This method ofiers several advantages in reduc- ing computational burden. Finally by comparison of numerical results, simplicity and e-ciency of this method will be shown.

Key concepts: Volterra integral equation, Mathematics, Integral equation, Algebraic equation, Simplicity, Scheme (mathematics), Applied mathematics, Volterra equations

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