On smoothly bounded domains covering finite volume manifolds
- Place: The GAIA (Mathematical Science bldg.
Room 106) - Date: 20:00-22:00
on Monday, 5 March 2018. - Speaker: Dr. Seungro Joo(GAIA)
- Abstract In this talk, we study a recent
result of Andrew Zimmer. He proved that: if a bounded domain with C2 boundary
covers a manifold which has finite volume with respect to either the Bergman
volume, the Kaehler-Einstein volume, or the Kobayashi-Eisenman volume, then the
domain is biholomorphic to the unit ball.
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