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.
"Analytic jet parametrization for CR automorphisms of some essentially finite CR manifolds." Nagoya Math. J. 189 155 - 168, 2008.