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Discrete translates in function spaces

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ASCW03 - Approximation, sampling, and compression in high dimensional problems

Given a Banach function space on R^n,  does there exist a uniformly discrete set of translates of a single function, which spans the space? I'll present a survey on the problem and discuss recent results, joint with A.Ulanovskii.

This talk is part of the Isaac Newton Institute Seminar Series series.

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Hybrid: in-person in Cambridge & online via Teams Emmanuel United Reform Church, Trumpington Street https://meet.google.com/jxy-edcv-wgx

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