Résumé : We study multiple sampling, interpolation and uniqueness for the classical Fock spaces in the case of unbounded multiplicities. We show that, both in the Hilbertian and the uniform norm case, there are no sequences which are simultaneously sampling and interpolating when the multiplicities tend to infinity. This answers partially a question posed by Brekke and Seip.
(with Alexander Borichev, Karim Kellay and Andreas Hartmann)
Lieu : IMT, 1R1, Salle 106
Notes de dernières minutes :