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Reduction of five-dimensional uniformly Levi degenerate CR structures to absolute parallelisms
Published 8 Oct 2012 in math.CV | (1210.2428v1)
Abstract: Let ${\mathfrak C}{2,1}$ be the class of connected 5-dimensional CR-hypersurfaces that are 2-nondegenerate and uniformly Levi degenerate of rank 1. We show that the CR-structures in ${\mathfrak C}{2,1}$ are reducible to ${\mathfrak{so}}(3,2)$-valued absolute parallelisms and give applications of this result.
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