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Semiclassical Gevrey operators and magnetic translations

We study semiclassical Gevrey pseudodifferential operators acting on the Bargmann space of entire functions with quadratic exponential weights. Using some ideas of the time frequency analysis, we show that such operators are uniformly bounded on a natural scale of exponentially weighted spaces of holomorphic functions, provided that the Gevrey index is $\geq 2$.

preprint2020arXivOpen access
Michael HitrikRichard LascarJohannes SjoestrandMaher Zerzeri
math.CVmath.APmath.FA
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Michael HitrikRichard LascarJohannes SjoestrandMaher Zerzeri

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