On the set of complex points of a 2-sphere
Shcherbina, Nikolay
Original · EN
Let G be a strictly pseudoconvex domain in C² with C∞-smooth boundary ∂ G. Let S be a 2-dimensional sphere embedded into ∂ G. Denote by E the set of all complex points on S. We study how the structure of the set E depends on the smoothness of S
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