Many advance problems of biology, chemistry, physics and engineering can represent mathematically in the form of Volterra integral equations of first kind. In this paper, we used Mahgoub transform for solving linear Volterra integral equations of first kind and some applications are given in order to demonstrate the effectiveness of Mahgoub transform for solving linear Volterra integral equations of first kind
This paper applies the method of Laplace transform inversion using two-point rational approximants, ...
In this paper .The Mahgoub Transform of partial derivatives is derived, and its applicability demons...
AbstractIn this paper, we use operational matrices of piecewise constant orthogonal functions on the...
Many advance problems of biology, chemistry, physics and engineering can represent mathematically in...
As an important type of integral equation, Volterra integral equations snatch the focus of many scie...
As an important type of integral equation, Volterra integral equations snatch the focus of many scie...
In this work, the applications of differential transform method were extended to singularly perturbe...
AbstractIn this work, the applications of differential transform method were extended to singularly ...
With the remarkable advancement in engineering, science, and technology, today more than ever before...
The main aim of the present work is to propose a new and simple algorithm for Volterra integral equa...
AbstractThis article proposes a simple efficient direct method for solving Volterra integral equatio...
Problems of physics, mechanics of theoretical and practical importance are solved by the met...
Integral transform method is widely used to solve the several differential equations with the initia...
In this paper, by using the theories and methods of integral equation and computer algebra, a reliab...
In this work a new integral transform, namely Sumudu transform was applied to solve linear ordinary...
This paper applies the method of Laplace transform inversion using two-point rational approximants, ...
In this paper .The Mahgoub Transform of partial derivatives is derived, and its applicability demons...
AbstractIn this paper, we use operational matrices of piecewise constant orthogonal functions on the...
Many advance problems of biology, chemistry, physics and engineering can represent mathematically in...
As an important type of integral equation, Volterra integral equations snatch the focus of many scie...
As an important type of integral equation, Volterra integral equations snatch the focus of many scie...
In this work, the applications of differential transform method were extended to singularly perturbe...
AbstractIn this work, the applications of differential transform method were extended to singularly ...
With the remarkable advancement in engineering, science, and technology, today more than ever before...
The main aim of the present work is to propose a new and simple algorithm for Volterra integral equa...
AbstractThis article proposes a simple efficient direct method for solving Volterra integral equatio...
Problems of physics, mechanics of theoretical and practical importance are solved by the met...
Integral transform method is widely used to solve the several differential equations with the initia...
In this paper, by using the theories and methods of integral equation and computer algebra, a reliab...
In this work a new integral transform, namely Sumudu transform was applied to solve linear ordinary...
This paper applies the method of Laplace transform inversion using two-point rational approximants, ...
In this paper .The Mahgoub Transform of partial derivatives is derived, and its applicability demons...
AbstractIn this paper, we use operational matrices of piecewise constant orthogonal functions on the...