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Totally nondegenerate models and standard manifolds in CR dimension one (1610.08764v1)
Published 27 Oct 2016 in math.DG and math.CV
Abstract: It is shown that two Levi-Tanaka and infinitesimal CR automorphism algebras, associated with a totally nondegenerate model of CR dimension one are isomorphic. As a result, the model surfaces are maximally homogeneous and standard. This gives an affirmative answer in CR dimension one to a certain question formulated by Beloshapka.