The paper introduces generalization of Laplace transform of two variables. An inversion formula and certain theorems for the generalized transform, have been established
In present era, Fractional Integral Transform plays an important role in various fields of mathemati...
AbstractThe main theme of the present paper is to establish a formula for calculating the Inverse La...
The theory of integral transform is presented a direct and systematic technique for presentation of ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
We present integral transforms $\widetilde {\mathcal L}\{f(t);x\}$ and $\widetilde {\mathcal L}_{\ga...
In this work we define a generalized Laplace transform and establish some of its fundamental propert...
In this paper, the authors introduce the double Laplace-type integral transform L-22 and its propert...
This paper concentrates on using generalized Laguerre functions to calculate the inverse Laplace tra...
The generalized Laplace transformation is defined by an infinite sum 1 LF tE=f s=n=0infinity Fn sn+1...
The aim of this research paper is to provide as many as forty-five attractive Laplace transforms of ...
AbstractIn this paper a complex inversion formula for a generalized Laplace transform F(x)=Γ(A)Γ(B)∫...
but the origin of integral transform is Fourier and Laplace transforms. So these two transforms are ...
In present era, Fractional Integral Transform plays an important role in various fields of mathemati...
AbstractThe main theme of the present paper is to establish a formula for calculating the Inverse La...
The theory of integral transform is presented a direct and systematic technique for presentation of ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
The paper introduces generalization of Laplace transform of two variables. An inversion formula and ...
We present integral transforms $\widetilde {\mathcal L}\{f(t);x\}$ and $\widetilde {\mathcal L}_{\ga...
In this work we define a generalized Laplace transform and establish some of its fundamental propert...
In this paper, the authors introduce the double Laplace-type integral transform L-22 and its propert...
This paper concentrates on using generalized Laguerre functions to calculate the inverse Laplace tra...
The generalized Laplace transformation is defined by an infinite sum 1 LF tE=f s=n=0infinity Fn sn+1...
The aim of this research paper is to provide as many as forty-five attractive Laplace transforms of ...
AbstractIn this paper a complex inversion formula for a generalized Laplace transform F(x)=Γ(A)Γ(B)∫...
but the origin of integral transform is Fourier and Laplace transforms. So these two transforms are ...
In present era, Fractional Integral Transform plays an important role in various fields of mathemati...
AbstractThe main theme of the present paper is to establish a formula for calculating the Inverse La...
The theory of integral transform is presented a direct and systematic technique for presentation of ...
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