Abstract
In this paper we construct analytic jet parametrizations for the germs of real analytic CR automorphisms of some essentially finite CR manifolds on their finite jet at a point. As an application we show that the stability groups of such CR manifolds have Lie group structure under composition with the topology induced by uniform convergence on compacta.
Citation
Sung-Yeon Kim. "Analytic jet parametrization for CR automorphisms of some essentially finite CR manifolds." Nagoya Math. J. 189 155 - 168, 2008.
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