Add to ORKGThe purpose of this paper is to obtain a relation between the distribution δ(2j)(r) and the operatorjδ and to give a sense to the convolution distributional product δ(2j)(r)∗δ(2s)(r) and the multiplicative distributional products r−k·∇(jδ) and (r −c)−k ·∇(jδ). 2000 Mathematics Subject Classification: 46F10, 46F12
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
In this paper we consider product of infinitely differentiable function and the r-th derivative od D...
En este artículo se le da un sentido al producto distribucional entre (fórmula) y (fórmula) usando l...
In this paper two special convolution products ±(n=2 ¡ k ¡ 1)(u) ¤ ±(n=2 ¡ l ¡ 1)(u) and ±(n=2 ¡ k ...
In this paper we give a sense to the distribution product of (fórmula) and (fórmula) using the Fouri...
In this paper, we obtain a expansion in series (type Taylor) of distribution (formula) and give a n...
summary:The fixed infinitely differentiable function $\rho (x)$ is such that $\{n\rho (n x)\}$ is a ...
• ABSTRACT: Using the theory of distributions and Zeta regularization we manage to give a definition...
We introduce a distributional kernel Kα,β,γ,ν which is related to the operator ⊕k iterated k times a...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
In this note we obtain the following distributional multiplicative product of distributions
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
AbstractIn this note we give a sense to certain kinds of distribution δ(k)(P ± i0 − m2) using essent...
Keywords: Distributions, Product of distributions, Dirac`s delta.DOI: http://dx.doi.org/10.5377/nexo...
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
In this paper we consider product of infinitely differentiable function and the r-th derivative od D...
En este artículo se le da un sentido al producto distribucional entre (fórmula) y (fórmula) usando l...
In this paper two special convolution products ±(n=2 ¡ k ¡ 1)(u) ¤ ±(n=2 ¡ l ¡ 1)(u) and ±(n=2 ¡ k ...
In this paper we give a sense to the distribution product of (fórmula) and (fórmula) using the Fouri...
In this paper, we obtain a expansion in series (type Taylor) of distribution (formula) and give a n...
summary:The fixed infinitely differentiable function $\rho (x)$ is such that $\{n\rho (n x)\}$ is a ...
• ABSTRACT: Using the theory of distributions and Zeta regularization we manage to give a definition...
We introduce a distributional kernel Kα,β,γ,ν which is related to the operator ⊕k iterated k times a...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
In this note we obtain the following distributional multiplicative product of distributions
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
AbstractIn this note we give a sense to certain kinds of distribution δ(k)(P ± i0 − m2) using essent...
Keywords: Distributions, Product of distributions, Dirac`s delta.DOI: http://dx.doi.org/10.5377/nexo...
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
Abstract. It is well known that the sequential approach is one of the main tools of dealing with pro...
In this paper we consider product of infinitely differentiable function and the r-th derivative od D...