Abstract. In this paper, a new method for approximating the solution of nonlinear first-order delay integro-differential equations is presented.

wheref, g, K and 4 are given functions. The equation of type (I) is Fredholm delay integro-differential equation. The second class considered is the.

A new method for approximating the solution of nonlinear first-order delay integro-differential equations is presented and bounds of the approximate ...

Feb 1, 1998 · The numerical solution of first order Volterra delay integro-differential equations by spline functions. Authors. G. Micula "Babeş Bolyai ...

In this paper, we present a new computational method based on an exponential spline for solving a class of delay differential equations with a negative shift in ...

A method for approximating the solution of nonlinear second-order delay integro-differential equations is presented by using polynomial spline functions.

Return to Article Details The numerical solution of first order Volterra delay integro-differential equations by spline functions Download Download PDF.

Abstract. In a previous work, [9], the authors introduced a new technique using a spline function to find an approximate solution for first order delay.

Oct 22, 2024 · The purpose of this paper is to extend and generalize the polynomial spline functions used in the case of [15] to solve the fractional delay ordinary ...

Abstract. In this article, we introduce a new technique to find an approximate solution for first order neutral delay differential equations.