- Title: Variation of the moduli disk
for an open Riemann surface of finite genus - Speaker: Prof. Sachiko Hamano (Osaka City University, Japan)
- Abstract:
For an open Riemann
surface
into closed ones of the same genus. The closing induces the Riemann's period
matrix R. Masakazu Shiba and Hiroshi Yamaguchi recently showed that
each diagonal element of T describes a close disk T
in the upper half plane.M In this talk, we shall consider the deforming
open Riemann surface , and show the close relation between pseudoconvexity and the
closed disk t for M(t). R(t)This talk is based on a joint work with H.Yamaguchi. - Place: GAIA Seminar Room (# 106, Math Science bldg.) |

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