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On the heat kernel of the Rumin complex and Calderón reproducing formula

Published 17 May 2023 in math.AP and math.DG | (2305.10493v1)

Abstract: We derive several properties of the heat equation with the Hodge operator associated with the Rumin complex on Heisenberg groups and prove several properties of the fundamental solution. As an application, we use the heat kernel for Rumin's differential forms to construct a Calder\'on reproducing formula on Rumin forms.

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