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A Generalized Beurling Theorem for Some Lie Groups
Journal article   Peer reviewed

A Generalized Beurling Theorem for Some Lie Groups

M. Elloumi, A. Baklouti and S. Azaouzi
MATHEMATICAL NOTES, Vol.107(1-2), pp.42-53
01/01/2020
DOI: https://doi.org/10.1134/S0001434620010058

Abstract

Mathematics Physical Sciences Science & Technology
For any real numbers p,q >= 1, we present in this paper a (p, q)-generalized version of Beurling's uncertainty principle for Double-struck capital R-n, which largely extends the classical Beurling's theorem. We then define its analog for compact extensions of Double-struck capital R-n and also for Heisenberg groups.

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