Add to ORKGIn this work we study fractional order Sumudu transform. In the development of the definition we use fractional analysis based on the modified Riemann - Liouville derivative, then we name the fractional Sumudu transform. We also establish a relationship between fractional Laplace and Sumudu via duality with complex inversion formula for fractional Sumudu transform and apply new definition to solve fractional differential equations
In this paper we have discussed fractional Sumudu transforms and its relationship with fractional Fo...
Abstract: Based on Jumarie type of Riemann-Liouville (R-L) fractional calculus, this paper provides ...
In this paper, we introduce definition for fractional quadruple Laplace transform of order a,0 a = 1...
In this work we study fractional order Sumudu transform. In the development of the definition we use...
We propose a new definition of a fractional-order Sumudu transform for fractional differentiable fun...
We propose a new definition of a fractional-order Sumudu transform for fractional differentiable fun...
The ®-Sumudu transform is defined and its properties areproved. ®-Sumudu transform of convol...
We introduce the rudiments of fractional calculus and the consequent applications of the Sumudu tran...
The aim of the present paper is to present analytical solution of fractional differential equation...
We make use of the so-called Sumudu transform method (STM), a type of ordinary differential equation...
AbstractWe propose a (new) definition of a fractional Laplace’s transform, or Laplace’s transform of...
In this paper, starting from the definition of the Sumudu transform on a general time scale, we defi...
The Sumudu transform, whose fundamental properties are presented in this paper, is still not widely ...
The Dirac delta function and its integer-order derivative are widely used to solve integer-order dif...
In this paper, the aim of this work is to study theorem for the one-dimensional space-time fractiona...
In this paper we have discussed fractional Sumudu transforms and its relationship with fractional Fo...
Abstract: Based on Jumarie type of Riemann-Liouville (R-L) fractional calculus, this paper provides ...
In this paper, we introduce definition for fractional quadruple Laplace transform of order a,0 a = 1...
In this work we study fractional order Sumudu transform. In the development of the definition we use...
We propose a new definition of a fractional-order Sumudu transform for fractional differentiable fun...
We propose a new definition of a fractional-order Sumudu transform for fractional differentiable fun...
The ®-Sumudu transform is defined and its properties areproved. ®-Sumudu transform of convol...
We introduce the rudiments of fractional calculus and the consequent applications of the Sumudu tran...
The aim of the present paper is to present analytical solution of fractional differential equation...
We make use of the so-called Sumudu transform method (STM), a type of ordinary differential equation...
AbstractWe propose a (new) definition of a fractional Laplace’s transform, or Laplace’s transform of...
In this paper, starting from the definition of the Sumudu transform on a general time scale, we defi...
The Sumudu transform, whose fundamental properties are presented in this paper, is still not widely ...
The Dirac delta function and its integer-order derivative are widely used to solve integer-order dif...
In this paper, the aim of this work is to study theorem for the one-dimensional space-time fractiona...
In this paper we have discussed fractional Sumudu transforms and its relationship with fractional Fo...
Abstract: Based on Jumarie type of Riemann-Liouville (R-L) fractional calculus, this paper provides ...
In this paper, we introduce definition for fractional quadruple Laplace transform of order a,0 a = 1...