We introduce a new class of multiplications of distributions in one dimension merging two different regularizations of distributions. Some of the features of these multiplications are discussed in detail. We use our theory to study a number of examples, involving products between Dirac delta functions and its successive derivatives. \ua9 1995 Academic Press. All rights reserved
• 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 od D...
In this paper, we discuss some interesting applications of Dirac\u27s delta function in Statistics. ...
We introduce a new class of multiplications of distributions in one dimension merging two different ...
AbstractIn two previous papers the author introduced a multiplication of distributions in one dimens...
In two previous papers the author introduced a multiplication of distributions in one dimension and ...
In two previous papers the author introduced a multiplication of distributions in one dimension and ...
AbstractIn a previous paper we introduced a class of multiplications of distributions in one dimensi...
In a previous paper we introduced a class of multiplications of distributions in one dimension. Here...
In a previous paper we introduced a class of multiplications of distributions in one dimension. Here...
AbstractIn a previous paper we introduced a class of multiplications of distributions in one dimensi...
AbstractIf Ω denotes an open subset of Rn (n = 1, 2,…), we define an algebra g (Ω) which contains th...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
In this paper we consider product of infinitely differentiable function and the r-th derivative of D...
Abstract In this paper, starting from a fixed δ-sequence, we use the generalized Taylor’s formula ba...
• 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 od D...
In this paper, we discuss some interesting applications of Dirac\u27s delta function in Statistics. ...
We introduce a new class of multiplications of distributions in one dimension merging two different ...
AbstractIn two previous papers the author introduced a multiplication of distributions in one dimens...
In two previous papers the author introduced a multiplication of distributions in one dimension and ...
In two previous papers the author introduced a multiplication of distributions in one dimension and ...
AbstractIn a previous paper we introduced a class of multiplications of distributions in one dimensi...
In a previous paper we introduced a class of multiplications of distributions in one dimension. Here...
In a previous paper we introduced a class of multiplications of distributions in one dimension. Here...
AbstractIn a previous paper we introduced a class of multiplications of distributions in one dimensi...
AbstractIf Ω denotes an open subset of Rn (n = 1, 2,…), we define an algebra g (Ω) which contains th...
In this article we give a new definition of products of distributions. Thereby we understand the pro...
In this paper we consider product of infinitely differentiable function and the r-th derivative of D...
Abstract In this paper, starting from a fixed δ-sequence, we use the generalized Taylor’s formula ba...
• 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 od D...
In this paper, we discuss some interesting applications of Dirac\u27s delta function in Statistics. ...