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CR singularities of real threefolds in ℂ 4

CR singularities of real threefolds in ℂ 4 Abstract CR singularities of real threefolds in ℂ 4 are classified by using holomorphic coordinate changes to transform the quadratic part of the real defining equations into one of a list of normal forms. In the non-degenerate case, it is shown that a real analytic manifold near a CR singular point is formally equivalent to a real algebraic model. Some degenerate cases also have this property. http://www.deepdyve.com/assets/images/DeepDyve-Logo-lg.png Advances in Geometry de Gruyter

CR singularities of real threefolds in ℂ 4

Coffman, Adam
Advances in Geometry , Volume 6 (1) – Jan 26, 2006
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Publisher
de Gruyter
Copyright
Copyright © 2006 by the
ISSN
1615-715X
eISSN
1615-7168
DOI
10.1515/ADVGEOM.2006.008
Publisher site
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Abstract

Abstract CR singularities of real threefolds in ℂ 4 are classified by using holomorphic coordinate changes to transform the quadratic part of the real defining equations into one of a list of normal forms. In the non-degenerate case, it is shown that a real analytic manifold near a CR singular point is formally equivalent to a real algebraic model. Some degenerate cases also have this property.

Journal

Advances in Geometry – de Gruyter

Published: Jan 26, 2006

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