DOIONLINE 
DOIONLINE Publish In |
International Journal of Advances in Science, Engineering and Technology(IJASEAT)-IJASEAT |
 Journal Home Volume Issue |
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Issue |
Volume-6, Issue-1, Spl. Iss-2 ( Mar, 2018 ) | |||||||||
Paper Title |
An Approximation of The Bishop Invariant for 3- Manifolds | |||||||||
Author Name |
Ali M. Elgindi | |||||||||
Affilition |
Alfaisal University | |||||||||
Pages |
51-52 | |||||||||
Abstract |
The Bishop invariant is a powerful tool in the analysis of real submanifolds of complex space that associates to every (non-degenerate) complex tangent of the embedding a non-negative real number (or infinity). It is a biholomorphism invariant that gives information regarding the local hull of holomorphy of the manifold near the complex tangent. In this paper, we find an approximation for the Bishop invariant near a non-exceptional complex tangent in a 3- manifold. Index Terms - Bishop Invariant, Complex Tangents, Real Submanifolds of Complex Space | |||||||||
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