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Workshop on Complex Geometry
September 7-11, 2009

International Conference Hall, 1st fl.
Korea Institute for Advanced Study, Seoul

Each speaker will give two one-hour lectures, with 30 minutes break between the two lectures. At least the first hour will be introductory, at the level of graduate studetns. The two lectures may or may not be related. The followings are the titles of the lectures. When only one title appears, the two lectures are in continuation, with the topic of the title.

Speakers
Valery Alexeev (U. Georgia)
Complete moduli of pairs, combinatorial aspects

Hélène Esnault (U. Essen)
1. Overview on various fundamental groups
2. Stratified bundles and 'etale fundamental group

Gavril Farkas (Humboldt U.)
The birational geometry of moduli spaces of curves with level structure

Osamu Fujino (Kyoto U.)
Introduction to the log minimal model program

Bumsig Kim (KIAS)
Moduli spaces of stable quasimaps

Radu Laza (U. Michigan)
1. Moduli spaces birational to modular varieties of orthogonal and unitary type
2. Moduli space of cubic fourfolds

Luca Migliorini (U. Bologna)
1. Algebraic maps and Hodge theory
2. Topology of the Hitchin fibration

Burt Totaro (Cambridge U.)
1. Algebraic surfaces and hyperbolic geometry
2. Jumping of the nef cone for Fano varieties

Eckart Viehweg (U. Essen)
Arakelov (in)equalities