AbstractThe operational Tau method, a well-known method for solving functional equations, is employed to solve a system of nonlinear Volterra integro-differential equations with nonlinear differential part. In addition, an error estimation of the method is presented. Some cases of the mentioned equations are solved as examples to illustrate the ability and reliability of the method. The results reveal that the method is very effective and convenient
AbstractThe aim of this paper is to present an efficient analytical and numerical procedure for solv...
AbstractIn this paper, the operational Tau method is employed to approximate the solution of two dim...
AbstractWe discuss a direct formulation of the Tau Method in two dimensions which differs radically ...
AbstractThe operational Tau method, a well-known method for solving functional equations, is employe...
The Tau method, produces approximate polynomial solutions of differential, integral and integro-diff...
The purpose of the study was to investigate the numerical solution of non-linear Fredholm and Volter...
AbstractThe ability of a recent formulation of the Tau method of Ortiz and Samara to give approximat...
AbstractIn this paper, the operational Tau method is employed to approximate the solution of two dim...
This paper presents a high accuracy quadrature method for solving the integro-differential equations...
This paper presents a high accuracy combination algorithm for solving the systems of nonlinear Volte...
AbstractThe ability of a recent formulation of the Tau method of Ortiz and Samara to give approximat...
In this paper, Taylor expansion has been used for solving non-linear Volterra integral equations (VI...
AbstractOrtiz and Samara's operational approach to the Tau Method is extended to the numerical solut...
Spectrally accurate a priori error estimates for Nyström-method approximate solutions of one-dimensi...
In this paper, we defined the system of Volterra-Fredholm integro-differential equations of the seco...
AbstractThe aim of this paper is to present an efficient analytical and numerical procedure for solv...
AbstractIn this paper, the operational Tau method is employed to approximate the solution of two dim...
AbstractWe discuss a direct formulation of the Tau Method in two dimensions which differs radically ...
AbstractThe operational Tau method, a well-known method for solving functional equations, is employe...
The Tau method, produces approximate polynomial solutions of differential, integral and integro-diff...
The purpose of the study was to investigate the numerical solution of non-linear Fredholm and Volter...
AbstractThe ability of a recent formulation of the Tau method of Ortiz and Samara to give approximat...
AbstractIn this paper, the operational Tau method is employed to approximate the solution of two dim...
This paper presents a high accuracy quadrature method for solving the integro-differential equations...
This paper presents a high accuracy combination algorithm for solving the systems of nonlinear Volte...
AbstractThe ability of a recent formulation of the Tau method of Ortiz and Samara to give approximat...
In this paper, Taylor expansion has been used for solving non-linear Volterra integral equations (VI...
AbstractOrtiz and Samara's operational approach to the Tau Method is extended to the numerical solut...
Spectrally accurate a priori error estimates for Nyström-method approximate solutions of one-dimensi...
In this paper, we defined the system of Volterra-Fredholm integro-differential equations of the seco...
AbstractThe aim of this paper is to present an efficient analytical and numerical procedure for solv...
AbstractIn this paper, the operational Tau method is employed to approximate the solution of two dim...
AbstractWe discuss a direct formulation of the Tau Method in two dimensions which differs radically ...