Lie brackets and singular type of real hypersurfaces

This note is the sequel of Barraud and Mazzilli Math Z 248:757–772, 2004, where the regular type of a real hypersurface H in (eventually endowed with an almost complex structure) was characterized in terms of Lie brackets of complex tangent vector fields on H . This note extends these results to the...

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Bibliographic Details
Published in:Mathematische Zeitschrift 2009, Vol.261 (1), p.143-147
Main Authors: Barraud, Jean-François, Mazzilli, Emmanuel
Format: Article
Language:English
Subjects:
Mathematics
Mathematics and Statistics
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Summary:This note is the sequel of Barraud and Mazzilli Math Z 248:757–772, 2004, where the regular type of a real hypersurface H in (eventually endowed with an almost complex structure) was characterized in terms of Lie brackets of complex tangent vector fields on H . This note extends these results to the singular type.
ISSN:0025-5874
1432-1823
DOI:10.1007/s00209-008-0317-6