AbstractA space of pseudoquotients is introduced that is shown to be isomorphic to the space of tempered distributions on RN. The Fourier transform is defined as a map from the space of pseudoquotients to the space of tempered distributions and as a transformation on pseudoquotients
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
We first construct a space W(Rnc) whose elements are test functions defined in Rnc=Rn∪{∞}, the one p...
In this paper we introduce a type of pseudo-differential operators defined on Borel measures. Classi...
A space of pseudoquotients is introduced that is shown to be isomorphic to the space of tempered dis...
A space of pseudoquotients is introduced that is shown to be isomorphic to the space of tempered dis...
AbstractA space of pseudoquotients is introduced that is shown to be isomorphic to the space of temp...
AbstractThis paper studies the structure of shift-invariant spaces. A characterization for the univa...
We study two spaces of Ultradistributions which arise in the work of J. Sebastiao e Silva as extensi...
An extension of the Fourier transform which is a one-to-one continuous mapping from the space of tem...
In the article polynomial (nonlinear) analogue of tempered Schwartz distributions is constructed. Ge...
In this paper we generalize the Fourier transform from the space of tempered distributions to a bigg...
ABSTRACT, A classical Fock space consists of functions of the form, L2 [R3qwhere o C and q), q> I...
AbstractA one-to-one correspondence is established between Fourier transforms of ultradistribution s...
International audienceThe final goal of the present work is to extend the Fourier transform on the...
A space of pseudoquotients can be described as a space of either single term quotients (the injectiv...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
We first construct a space W(Rnc) whose elements are test functions defined in Rnc=Rn∪{∞}, the one p...
In this paper we introduce a type of pseudo-differential operators defined on Borel measures. Classi...
A space of pseudoquotients is introduced that is shown to be isomorphic to the space of tempered dis...
A space of pseudoquotients is introduced that is shown to be isomorphic to the space of tempered dis...
AbstractA space of pseudoquotients is introduced that is shown to be isomorphic to the space of temp...
AbstractThis paper studies the structure of shift-invariant spaces. A characterization for the univa...
We study two spaces of Ultradistributions which arise in the work of J. Sebastiao e Silva as extensi...
An extension of the Fourier transform which is a one-to-one continuous mapping from the space of tem...
In the article polynomial (nonlinear) analogue of tempered Schwartz distributions is constructed. Ge...
In this paper we generalize the Fourier transform from the space of tempered distributions to a bigg...
ABSTRACT, A classical Fock space consists of functions of the form, L2 [R3qwhere o C and q), q> I...
AbstractA one-to-one correspondence is established between Fourier transforms of ultradistribution s...
International audienceThe final goal of the present work is to extend the Fourier transform on the...
A space of pseudoquotients can be described as a space of either single term quotients (the injectiv...
In this paper, we prove the structure theorems for the space of compactly supported distributions (E...
We first construct a space W(Rnc) whose elements are test functions defined in Rnc=Rn∪{∞}, the one p...
In this paper we introduce a type of pseudo-differential operators defined on Borel measures. Classi...
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