Ultradifferentiable regularity properties of a class of hypoelliptic operators

arXiv Math

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Abstract

We investigate the ultradifferentiable regularity of solutions and vectors of a class of hypoelliptic differential operators first introduced by Hörmander.

Our results extend results of Hashimoto--Morimoto--Matsuzawa and Bolley--Camus--Metivier.

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Ultradifferentiable regularity properties of a class of hypoelliptic operators

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