报告摘要：
There are two kinds of holomorphic objects on a Kahler manifold: Higgs bundle and flat connection.
The nonabelian Hodge theory extablishes a correspondence between stable(polystable) Higgs bundles and simple(semisimple) flat connections
via the existence of harmonic metric satisfying the Hermitian-Yang-Mills equation.
In this talk I will introduce my work on revising the nonabelian Hodge correspondence, from an algebraic geometric view of point.

主持人：谢兵永