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20032022
most citedDiscrete radar ambiguity problems

7 citations · 14 across the 13 of their papers we have counts for

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math.CA2019

The Haar System in Triebel-Lizorkin Spaces: Endpoint Results

Gustavo Garrigós, Andreas Seeger, Tino Ullrich

We characterize the Schauder and unconditional basis properties for the Haar system in the Triebel-Lizorkin spaces , at the endpoint cases , and…

math.CA2016

The Haar system as a Schauder basis in spaces of Hardy-Sobolev type

Gustavo Garrigós, Andreas Seeger, Tino Ullrich

We show that, for suitable enumerations, the multivariate Haar system is a Schauder basis in the classical Sobolev spaces on with integrability and smoot…

math.CA2009

Analytic Besov spaces and Hardy-type inequalities in tube domains over symmetric cones

D. Békollé, A. Bonami, G. Garrigós +2

We give various equivalent formulations to the (partially) open problem about -boundedness of Bergman projections in tubes over cones. Namely, we show that such boundedness is…

math.CA2007

Characterizations of Hankel multipliers

Gustavo Garrigos, Andreas Seeger

We give characterizations of radial Fourier multipliers as acting on radial L^p-functions, 1<p<2d/(d+1), in terms of Lebesgue space norms for Fourier localized pieces of the convol…

math.CA2007

On plate decompositions of cone multipliers

Gustavo Garrigos, Andreas Seeger

An important inequality due to Wolff on plate decompositions of cone multipliers is known to have consequences for a variety of problems in harmonic analysis. We observe that the r…

math.CA2005★ 7 cited

Discrete radar ambiguity problems

Aline Bonami, Gustavo Garrigos, Philippe Jaming

In this paper, we pursue the study of the radar ambiguity problem started in \cite{Ja,GJP}. More precisely, for a given function we ask for all functions (called \emph{ambi…