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On Hamiltonian stable minimal Lagrangian surfaces in CP2 |
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| Authors: | Shaoping Chang |
| Affiliation: | (1) P.O. Box 556492, 90055-1492 Los Angeles, CA |
| Abstract: | We study Hamiltonian stable minimal Lagrangian closed submanifolds in the standard complex projective n-space CP n .It is shown that when n = 2such a surface Σis either totally geodesic or flat if the multiplicity of the Laplacian acting on C∞(Σ)is less than or equal to 6. |
| Keywords: | KeywordHeading" >Math Subject Classifications 53C15 53A10 |
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