In this paper we give a characterization of Sobolev k-directional wave front of order p∈[1,∞) of tempered ultradistributions via the directional short-time Fourier transform
Schippa R. Short-time Fourier transform restriction phenomena and applications to nonlinear dispersi...
International audienceWe investigate how the regularity of nonharmonic Fourier series is related to ...
We consider the problem of characterizing the wavefront set of a tempered distribution u∈S′(Rd) in t...
AbstractIn this paper we study the Fourier–Laplace transform of tempered ultrahyperfunctions introdu...
We consider a special wavelet transform of Moritoh and give new definitions of wave front sets of te...
Abstract In this paper we consider the directional short-time Fourier transform (DSTFT) that was int...
AbstractWe prove the Bochner–Schwartz theorem for the ultradistributions in the quasi-analytic case....
Motivated by the product of periodic distributions, we give a new description of the wave front and ...
Abstract. We introduce a global wave front set suitable for the analysis of tempered ultradistributi...
We give an Abelian type result relating the quasiasymptotic boundedness of tempered distributions to...
An angular spectrum representation in three dimensions is used to develop three-dimensional Fourier ...
An extension of the Fourier transform which is a one-to-one continuous mapping from the space of tem...
We study two spaces of Ultradistributions which arise in the work of J. Sebastiao e Silva as extensi...
In the thesis are introduced and investigated spaces of Burling and of Roumieu type tempered ultradi...
On the real line, it is well-known that (the decay of) the one-dimensional continuous wavelet transf...
Schippa R. Short-time Fourier transform restriction phenomena and applications to nonlinear dispersi...
International audienceWe investigate how the regularity of nonharmonic Fourier series is related to ...
We consider the problem of characterizing the wavefront set of a tempered distribution u∈S′(Rd) in t...
AbstractIn this paper we study the Fourier–Laplace transform of tempered ultrahyperfunctions introdu...
We consider a special wavelet transform of Moritoh and give new definitions of wave front sets of te...
Abstract In this paper we consider the directional short-time Fourier transform (DSTFT) that was int...
AbstractWe prove the Bochner–Schwartz theorem for the ultradistributions in the quasi-analytic case....
Motivated by the product of periodic distributions, we give a new description of the wave front and ...
Abstract. We introduce a global wave front set suitable for the analysis of tempered ultradistributi...
We give an Abelian type result relating the quasiasymptotic boundedness of tempered distributions to...
An angular spectrum representation in three dimensions is used to develop three-dimensional Fourier ...
An extension of the Fourier transform which is a one-to-one continuous mapping from the space of tem...
We study two spaces of Ultradistributions which arise in the work of J. Sebastiao e Silva as extensi...
In the thesis are introduced and investigated spaces of Burling and of Roumieu type tempered ultradi...
On the real line, it is well-known that (the decay of) the one-dimensional continuous wavelet transf...
Schippa R. Short-time Fourier transform restriction phenomena and applications to nonlinear dispersi...
International audienceWe investigate how the regularity of nonharmonic Fourier series is related to ...
We consider the problem of characterizing the wavefront set of a tempered distribution u∈S′(Rd) in t...
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