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Title: GENERALIZED PARALLELISM OF THE STRUCTURE JACOBI OPERATOR ON REAL HYPERSURFACES IN COMPLEX TWO-PLANE GRASSMANNIANS
Speaker: Dr. Hyunjin Lee (GAIA, POSTECH)
Abstract: For any (1,1)-type tensor T defined on a real hypersurface M in complex two-plane Grassmannians G_2(C^(m+2)) we can consider two kinds of derivatives, namely, covariant and Lie derivatives. Using the relation between these two derivatives with respect to the structure Jacobi operator, R_{\xi}, we classify real hypersurfaces in G_2(C^(m+2)).
Place: GAIA Seminar Room (#106, Math Science bldg.)
Date: 20:00-22:00, Mon, November, 3, 2014 |
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