In this paper, we consider a viable semi-analytical approach for the approximate-analytical solutions of certain system of functional differential equations (SFDEs) engendered by proportional delays. The proposed semi-analytical technique is built on the basis of the classical Differential Transform Method (DTM). The effectiveness and robustness of the proposed technique is illustratively demonstrated and the results are compared with their exact forms. We note also that using this method, the SFDEs with proportional delays need not be converted to SFDEs with constant delays before obtaining their solutions, and no symbolic calculation or initial guesstimates are required
ton Method. In this talk we present a Modified Power Series Method for the solvabil-ity of a class o...
This paper proposes a combined operational matrix approach based on Lucas and Taylor polynomials for...
We use the polynomial least squares method (PLSM), which allows us to compute analytical approximate...
In this paper, we consider a viable semi-analytical approach for the approximate-analytical solution...
Abstract. By means of the method of majorant series, sufficient conditions are obtained for the exis...
An algorithm using the differential transformation which is convenient for finding numerical solutio...
SIGLEAvailable from British Library Document Supply Centre-DSC:D213205 / BLDSC - British Library Doc...
An algorithm using the differential transformation which is convenient for finding numerical solutio...
In this work, we applied the differential transform method, by presenting and proving some theorems,...
In this paper, The Sumudu transform decomposition method is applied to solve the linear and nonlinea...
AbstractSome authors proposed to approximate the solutions of delay-differential equations by ordina...
Neutral delay differential equations (NDDEs) are a type of delay differential equations (DDEs) that ...
summary:This paper deals with the differential transform method for solving of an initial value prob...
In this study we develop sufficient condition in order to determine the solution of delay differenti...
This paper proposes a combined operational matrix approach based on Lucas and Taylor polynomials for...
ton Method. In this talk we present a Modified Power Series Method for the solvabil-ity of a class o...
This paper proposes a combined operational matrix approach based on Lucas and Taylor polynomials for...
We use the polynomial least squares method (PLSM), which allows us to compute analytical approximate...
In this paper, we consider a viable semi-analytical approach for the approximate-analytical solution...
Abstract. By means of the method of majorant series, sufficient conditions are obtained for the exis...
An algorithm using the differential transformation which is convenient for finding numerical solutio...
SIGLEAvailable from British Library Document Supply Centre-DSC:D213205 / BLDSC - British Library Doc...
An algorithm using the differential transformation which is convenient for finding numerical solutio...
In this work, we applied the differential transform method, by presenting and proving some theorems,...
In this paper, The Sumudu transform decomposition method is applied to solve the linear and nonlinea...
AbstractSome authors proposed to approximate the solutions of delay-differential equations by ordina...
Neutral delay differential equations (NDDEs) are a type of delay differential equations (DDEs) that ...
summary:This paper deals with the differential transform method for solving of an initial value prob...
In this study we develop sufficient condition in order to determine the solution of delay differenti...
This paper proposes a combined operational matrix approach based on Lucas and Taylor polynomials for...
ton Method. In this talk we present a Modified Power Series Method for the solvabil-ity of a class o...
This paper proposes a combined operational matrix approach based on Lucas and Taylor polynomials for...
We use the polynomial least squares method (PLSM), which allows us to compute analytical approximate...