Add to ORKGIn this paper we introduce a expansion method for solution of car-leman’s equation, in this method we expand the known function as a Maclaurin series and convert the solution into linear combination of some elements. we proved this linear combination is uniformly conver-gence to the analytic solution. If the known function be a polynomial then we have exact solution. Mathematics Subject Classification: 4
The series solution is widely applied to differential equations on but is not found in -differentia...
Taylor polynomial, SeriesAs you increase the number of terms, the Taylor polynomial for the functio...
We present a consolidated account of Carleman type singular integral equations. We have started from...
In this paper we introduce a expansion method for solution of carleman's equation, in this method we...
Maclaurin series expansion which is taught at undergraduate levels and which has been previously use...
In this paper, we investigate the first integral method for solving the solutions of Maccari’s syste...
The two-parameter method of approximating the sum of a power series in terms of its first three term...
In this paper, a new approximate method has been presented to solve the linear Volterra integral equ...
Calculates the MacLaurin series for a composite function e^{sinx}. Highlights the fact that this ser...
Based on the Tikhonov regularization method, we explicitly construct a Carleman function in an ill-p...
This work applies Parameter expanding method (PEM) as a powerful analytical technique in order to ob...
Consider a second order differential linear periodic equation. The periodic coefficient is an approx...
In this paper, we use the collocation method together with Chebyshev polynomials to solve system of ...
An approximate solution of the liner system of ntegral cquations fot both fredholm(SFIEs)and Volterr...
It is known that the mathematical model of many processes in our life is represented by differential...
The series solution is widely applied to differential equations on but is not found in -differentia...
Taylor polynomial, SeriesAs you increase the number of terms, the Taylor polynomial for the functio...
We present a consolidated account of Carleman type singular integral equations. We have started from...
In this paper we introduce a expansion method for solution of carleman's equation, in this method we...
Maclaurin series expansion which is taught at undergraduate levels and which has been previously use...
In this paper, we investigate the first integral method for solving the solutions of Maccari’s syste...
The two-parameter method of approximating the sum of a power series in terms of its first three term...
In this paper, a new approximate method has been presented to solve the linear Volterra integral equ...
Calculates the MacLaurin series for a composite function e^{sinx}. Highlights the fact that this ser...
Based on the Tikhonov regularization method, we explicitly construct a Carleman function in an ill-p...
This work applies Parameter expanding method (PEM) as a powerful analytical technique in order to ob...
Consider a second order differential linear periodic equation. The periodic coefficient is an approx...
In this paper, we use the collocation method together with Chebyshev polynomials to solve system of ...
An approximate solution of the liner system of ntegral cquations fot both fredholm(SFIEs)and Volterr...
It is known that the mathematical model of many processes in our life is represented by differential...
The series solution is widely applied to differential equations on but is not found in -differentia...
Taylor polynomial, SeriesAs you increase the number of terms, the Taylor polynomial for the functio...
We present a consolidated account of Carleman type singular integral equations. We have started from...