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Holomorphic surfaces and CR-surfaces of a G-elliptic 6-space. (Russian) Zbl 0675.53007

Let \(Sg_ 6\) be the G-elliptic 6-space [see N. N. Adamushko, Mosk. Oblast. Ped. Inst. Uch. Zap. 253, 23-42 (1969)]. The author proves that in \(Sg_ 6\) there are no holomorphic 4-surfaces and no holomorphic planes. The existence problem of 3- and 4-CR-surfaces and of 3- and 4-CR- planes in \(Sg_ 6\) is also discussed.
Reviewer: M.Craioveanu

MSC:

53A35 Non-Euclidean differential geometry
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