On the geometric order of totally nondegenerate CR manifolds
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DOI: 10.1007/s00209-019-02415-5
Abstract: A CR manifold $M$, with CR distribution $\mathcal D^{10}\subset T^\mathbb C M$, is called {\it totally nondegenerate of depth $\mu$} if: (a) the complex tangent space $T^\mathbb C M$ is generated by all complex vector… read more here.
Keywords: geometric order; totally nondegenerate; manifold; order totally ... See more keywords