简介:
I got my Master degree and studied
complex geometry in the Institute of Mathematics, Academic Sinica with
Professor ZhongJia Qing. I worked in the Institute for another year before I
went to the United States. I got my Ph. D. in UCBerkeley
with Professor Kobayashi as my advisor. I also worked with Professor
Dorfmeister on complex homogeneous spaces. Although my major area is complex
geometry, we use a lot of Lie algebra in our research. In the summer of 1993, I
was able to find the first series of compact simply connected holomorphic
symplectic manifolds starting with Kodaira-Thurston type of nilpotent Lie
groups. That result settled a major problem in complex geometry for many years.
And it was published in InventionesMathematicae. I also solved the existence of
Kahler-Einstein metrics on compact cohomogeneity one complex manifolds and
classified many compact complex homogeneous spaces.
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