E. Amar

activity

19972020

most citedOn

L^{r}

hypoellipticity of solutions with compact support of the Cauchy-Riemann equation

5 citations · 20 across the 26 of their papers we have counts for

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Showing 2019 · math.FAShow all

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math.FA2019

On the linear extension property for interpolating sequences

Eric Amar

Let $S$ be a sequence of points in $Ω,$ where $Ω$ is the unit ball or the unit polydisc in $C^{n} .$ Denote $H^{p}$ ( $Ω$ ) the Hardy space of $Ω.$ Suppose that $S$ is $H^{p…

math.FA2019★ 1 cited

Carleson measures and $H^{p}$ interpolating sequences in the polydisc

Eric Amar

Let $S$ be a sequence of points in $D^{n} .$ Suppose that $S$ is $H^{p}$ interpolating. Then we prove that the sequence $S$ is Carleson, provided that $p > 2.$ We also give…

On the linear extension property for interpolating sequences

Carleson measures and Hp interpolating sequences in the polydisc

Carleson measures and $H^{p}$ interpolating sequences in the polydisc