AbstractThe purpose of this article is to construct complete interpolating sequences for special spaces of entire functions of two variables. The origin for the work is a result of Yu. Lyubarskii and A. Rashkovskii on sampling and interpolation for two-dimensional Fourier transforms. We also prove a theorem of Paley–Wiener type
summary:In the paper we present a derivative-free estimate of the remainder of an arbitrary interpol...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
We study the relationship between Marcinkiewicz-Zygmund families and uniform interpolating families ...
AbstractThe purpose of this article is to construct complete interpolating sequences for special spa...
We characterise interpolating and sampling sequences for the spaces of entire functions $f$ such tha...
AbstractWe consider the problem of reconstruction of functions f from generalized Paley–Wiener space...
We characterize the interpolating sequences for the Bernstein space of entire functions of exponenti...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41580/1/10958_2005_Article_BF01221572.p...
AbstractWe characterize the interpolating sequences for the Bernstein space of entire functions of e...
Sampling theory is the study of spaces of functions which are reconstructible from their values at c...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
We describe the complete interpolating sequences for the Paley-Wiener spaces Lpp (1 < p < 8) in term...
Set $\Delta=\partial^{2} / \partial_{z} \partial_{\bar{z}}$ and let $\varphi$ be a subharmonic funct...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
summary:In the paper we present a derivative-free estimate of the remainder of an arbitrary interpol...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
We study the relationship between Marcinkiewicz-Zygmund families and uniform interpolating families ...
AbstractThe purpose of this article is to construct complete interpolating sequences for special spa...
We characterise interpolating and sampling sequences for the spaces of entire functions $f$ such tha...
AbstractWe consider the problem of reconstruction of functions f from generalized Paley–Wiener space...
We characterize the interpolating sequences for the Bernstein space of entire functions of exponenti...
AbstractIn [3] Korevaar and Dixon have considered an interpolation problem for entire functions (ste...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41580/1/10958_2005_Article_BF01221572.p...
AbstractWe characterize the interpolating sequences for the Bernstein space of entire functions of e...
Sampling theory is the study of spaces of functions which are reconstructible from their values at c...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
We describe the complete interpolating sequences for the Paley-Wiener spaces Lpp (1 < p < 8) in term...
Set $\Delta=\partial^{2} / \partial_{z} \partial_{\bar{z}}$ and let $\varphi$ be a subharmonic funct...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
summary:In the paper we present a derivative-free estimate of the remainder of an arbitrary interpol...
Nous étudions des problèmes d'interpolation dans des espaces de fonctions analytiques et notamment l...
We study the relationship between Marcinkiewicz-Zygmund families and uniform interpolating families ...
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