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0111 · Nov 201019922001200920182026
3 results for Levi-Tanaka

Totally nondegenerate surfaces in CR dimension one are maximally homogeneous and standard.

problem Understanding the properties of totally nondegenerate surfaces in CR dimension one.
method Analyzing Levi-Tanaka and infinitesimal CR automorphism algebras.
result Totally nondegenerate surfaces in CR dimension one are maximally homogeneous and standard.

Paper proves Beloshapka's rigidity conjecture for all polynomial models of length 3 or more.

problem Beloshapka's rigidity conjecture for polynomial models of length 3 or more.
method Developed a new method to prove the conjecture for all lengths.
result Proved Beloshapka's rigidity conjecture for all polynomial models of length 3 or more.

We study CR quadrics satisfying a symmetry property (S~)(\tilde S) which is slightly weaker than the symmetry property (S)(S), recently introduced by W. Kaup, which requires the existence of an automorphism reversing the gradation of the Lie algebra of infinitesimal automorphisms of the quadric. We characterize quadrics s…

2010-11-15abs ↗pdf ↗