Explicit Absolute Parallelism for 2-Nondegenerate Real Hypersurfaces $$M^5 \subset \mathbb {C}^3$$ of Constant Levi Rank 1

Author:

Merker Joël,Pocchiola Samuel

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology

Reference19 articles.

1. Chern, S.S., Moser, J.K.: Real hypersurfaces in complex manifolds. Acta Math. 133(2), 219–271 (1974)

2. Ezhov, V., McLaughlin, B., Schmalz, G.: From Cartan to Tanaka: getting real in the complex world. Not. Am. Math. Soc. 58(1), 20–27 (2011)

3. Fels, G., Kaup, W.: CR-manifolds of dimension $$5$$: a Lie algebra approach. J. Reine Angew. Math. 604, 47–71 (2007)

4. Gaussier, H., Merker, J.: A new example of uniformly Levi nondegenerate hypersurface in $$\cal{C}^{3}$$. Ark. Mat. 41(1), 85–94 (2003)

5. Isaev, A., Zaitsev, D.: Reduction of five-dimensional uniformly degenerate Levi CR structures to absolute parallelisms. J. Anal. 23(3), 1571–1605 (2013)

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