|
- Title: COMPARISON OF THE BERGMAN AND KAHLER-EINSTEINMETRICS ON A CERTAIN UNBOUNDED DOMAIN
- Speaker: Dr. HYESEON KIM (GAIA, POSTECH) - Abstract:
It is well-known that the Caratheodory metric and the Kobayashi metric squeeze all pseudo-differential metrics on complex manifolds satisfying the Schwarz lemma with respect to holomorphic mappings and coinciding with the Poincare metric on the unit disc. By contrast, the Bergman metric does not admit the Schwarz lemma. For this reason, one can ask whether the Bergman metric is compared with some invariant metrics. In this talk we shall expound the comparison between the Bergman and Kahler-Einstein metrics on an unbounded strongly pseudoconvex domain with non-compact automorphism group.
- Place: GAIA Seminar Room (#106, Math Science bldg.) - Date: 20:00-22:00, Mon, December 8, 2014
*****Poster is Click here.
|
Activity >
