Add to ORKGEn este artículo se le da un sentido al producto distribucional entre (fórmula) y (fórmula) usando la transformada de Fouriere de Como consecuencia se obtienen este producto multiplicativo por medio de una serie de derivadas de la delta de Dirac en En particular se obtiene el producto multiplicativo (fórmula) (ver fórmula (21)) Palabras claves: Distribuciones; producto de distribuciones; delta de Dirac.In this paper we give a sense to the distribution product of (fórmula) and (fórmula) using the Fourier transform of (fórmula). As consequence we obtain this formula to multiplicative product by means of serie of derivatives of Dirac's delta in In particular we obtain the multiplicative product (fórmula) (see formula (21)). ...
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
Abstract. Let f, g be distributions in D ′ and let fn = f ∗ δn, gn = g ∗ δn, where {δn} is a certain...
We introduce a new class of multiplications of distributions in one dimension merging two different ...
In this paper we give a sense to the distribution product of (fórmula) and (fórmula) using the Fouri...
En este artículo se le da un sentido al producto distribucional entre (formula) y (formula) usando l...
Keywords: Distributions, Product of distributions, Dirac`s delta.DOI: http://dx.doi.org/10.5377/nexo...
The purpose of this paper is to obtain a relation between the distribution δ(2j)(r) and the operator...
• ABSTRACT: Using the theory of distributions and Zeta regularization we manage to give a definition...
In this paper we consider product of infinitely differentiable function and the r-th derivative of D...
In this note we obtain the following distributional multiplicative product of distributions
summary:The fixed infinitely differentiable function $\rho (x)$ is such that $\{n\rho (n x)\}$ is a ...
In this paper we consider product of infinitely differentiable function and the r-th derivative od D...
In this paper, we obtain a expansion in series (type Taylor) of distribution (formula) and give a n...
Abstract. Li Banghe and Li Yaqing defined in [1] the product S T as a hyper-distribution (we call h...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
Abstract. Let f, g be distributions in D ′ and let fn = f ∗ δn, gn = g ∗ δn, where {δn} is a certain...
We introduce a new class of multiplications of distributions in one dimension merging two different ...
In this paper we give a sense to the distribution product of (fórmula) and (fórmula) using the Fouri...
En este artículo se le da un sentido al producto distribucional entre (formula) y (formula) usando l...
Keywords: Distributions, Product of distributions, Dirac`s delta.DOI: http://dx.doi.org/10.5377/nexo...
The purpose of this paper is to obtain a relation between the distribution δ(2j)(r) and the operator...
• ABSTRACT: Using the theory of distributions and Zeta regularization we manage to give a definition...
In this paper we consider product of infinitely differentiable function and the r-th derivative of D...
In this note we obtain the following distributional multiplicative product of distributions
summary:The fixed infinitely differentiable function $\rho (x)$ is such that $\{n\rho (n x)\}$ is a ...
In this paper we consider product of infinitely differentiable function and the r-th derivative od D...
In this paper, we obtain a expansion in series (type Taylor) of distribution (formula) and give a n...
Abstract. Li Banghe and Li Yaqing defined in [1] the product S T as a hyper-distribution (we call h...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
AbstractWe construct a generalization of the multiplicative product of distributions presented by L....
Abstract. Let f, g be distributions in D ′ and let fn = f ∗ δn, gn = g ∗ δn, where {δn} is a certain...
We introduce a new class of multiplications of distributions in one dimension merging two different ...