Abstract
Perturbations by analytic discs along generating CR-submanifolds of Cn are considered. In the case all partial indices of a closed path p in a generating CR-fibration {M(ξ)}ξ∈∂D are greater or equal to −1 we can completely parametrize all small holomorphic perturbations of the path p along the fibration {M(ξ)}ξ∈∂D. In this case we also study the geometry of perturbations by analytic discs and their relation to the conormal bundle of the fibration.
Citation
Miran Černe. "Analytic discs attached to a generating CR-manifold." Ark. Mat. 33 (2) 217 - 248, October 1995. https://doi.org/10.1007/BF02559708
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