The envelope of holomorphy of a model third-degree surface and the rigidity phenomenon
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Publication:2342217
DOI10.1134/S0081543806020039zbMath1351.32059MaRDI QIDQ2342217
R. V. Gammel, I. G. Kossovskii
Publication date: 11 May 2015
Published in: Proceedings of the Steklov Institute of Mathematics (Search for Journal in Brave)
Related Items (16)
A CR-manifold in general position as an \(\{e\}\)-structure ⋮ Model \(CR\) surfaces: weighted approach ⋮ CR-manifolds of finite Bloom-Graham type: the model surface method ⋮ Polynomial model \textit{CR}-manifolds with the rigidity condition ⋮ On the geometric order of totally nondegenerate CR manifolds ⋮ Normal forms in Cauchy-Riemann geometry ⋮ Model-surface method: an infinite-dimensional version ⋮ A counterexample to the dimension conjecture ⋮ Representation of the group of holomorphic symmetries of a real germ in the symmetry group of its model surface ⋮ On the maximum conjecture ⋮ Representation of the group of holomorphic symmetries of a real germ in the symmetry group of the model surface of the germ ⋮ Cubic model \(CR\)-manifolds without the assumption of complete nondegeneracy ⋮ On automorphisms of CR-submanifolds of complex Hilbert space ⋮ Biholomorphic equivalence to totally nondegenerate model CR manifolds ⋮ Model \(CR\)-manifolds with one-dimensional complex tangent ⋮ On Beloshapka's rigidity conjecture for real submanifolds in complex space
Cites Work
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- About \(c\)-rigid quadrics
- Universal models for real submanifolds
- On quadrics of higher codimension
- On differential systems, graded Lie algebras and pseudo-groups
- Holomorphic classification of four-dimensional surfaces in $ \mathbb C^3$
- Infinitesimale Starrheit hermitescher Quadriken in allgemeiner Lage
- Real submanifolds in complex space: polynomial models, automorphisms, and classification problems
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