Add to ORKGIntegral transforms of Fourier convolution type g(x) = 0 (k(x+ y) + k(|x − y|)) f(y) dy, x ∈ R+, are considered in class Lp(R+), 1 ≤ p ≤ 2. Watson’s and Plancherel’s theorems are obtained. 1
Presentation of the convolution theorem of Fourier transform with some solved problems
This paper provides some generalized convolutions for the Fourier integral transforms and treats the...
Recently the authors obtained several Laplace transforms of convolution type integrals involving Kum...
AbstractIntegral transforms of Fourier convolution typeg(x)=∫∞0(k(x+y)+k(|x−y|))f(y)dy,x∈R+,are cons...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
In this paper, we investigate certain spaces of generalized functions for the Fourier and Fourier ty...
In this work, we consider a generalized system of partial differential operators, we define the rela...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
This paper introduces general definitions of convolutions without and with weight, obtains four new ...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
We establish the various relationships that exist among the integral transform α,βF, the convolution...
We establish the various relationships that exist among the integral transform α,βF, the convolution...
The polyconvolution with the weight function γ of three functions f,g, and h for the integral tran...
ABSTRACT. In this paper, using the concept of a generalized Feynman integral, we define a generalize...
ABSTRACT. In this paper, using the concept of a generalized Feynman integral, we define a generalize...
Presentation of the convolution theorem of Fourier transform with some solved problems
This paper provides some generalized convolutions for the Fourier integral transforms and treats the...
Recently the authors obtained several Laplace transforms of convolution type integrals involving Kum...
AbstractIntegral transforms of Fourier convolution typeg(x)=∫∞0(k(x+y)+k(|x−y|))f(y)dy,x∈R+,are cons...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
In this paper, we investigate certain spaces of generalized functions for the Fourier and Fourier ty...
In this work, we consider a generalized system of partial differential operators, we define the rela...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
This paper introduces general definitions of convolutions without and with weight, obtains four new ...
summary:We deal with several classes of integral transformations of the form $$ \label {generalformu...
We establish the various relationships that exist among the integral transform α,βF, the convolution...
We establish the various relationships that exist among the integral transform α,βF, the convolution...
The polyconvolution with the weight function γ of three functions f,g, and h for the integral tran...
ABSTRACT. In this paper, using the concept of a generalized Feynman integral, we define a generalize...
ABSTRACT. In this paper, using the concept of a generalized Feynman integral, we define a generalize...
Presentation of the convolution theorem of Fourier transform with some solved problems
This paper provides some generalized convolutions for the Fourier integral transforms and treats the...
Recently the authors obtained several Laplace transforms of convolution type integrals involving Kum...