FIRST ANNOUNCEMENT

Summer School in Complex Geometry
August 12-18, 2013
Rutgers University - New Brunswick, NJ

This summer school, to take place at the Mathematics Department of
Rutgers University - New Brunswick, is aimed at graduate students and
recent PhDs who are interested in learning about complex geometry. The
school will feature lecture courses on:

- Introduction to Kahler geometry, Gábor Székelyhidi (Notre Dame)
- Calabi-Yau manifolds, Valentino Tosatti (Northwestern)
- L^2 estimates in complex geometry, Jian Song (Rutgers)
- Toric Fano manifolds, Ben Weinkove (Northwestern)

There will be additional one-hour talks on related topics given by

- Tristan Collins (Columbia)
- Ronan Conlon (McMaster)
- Bin Guo (Rutgers)
- Bianca Santoro (CUNY)
- Cristiano Spotti (Imperial College)
- Bo Yang (UC San Diego)

This summer school is supported by the National Science Foundation.
Some travel funding is available for PhD students and recent PhDs.
Women mathematicians and members of other underrepresented groups are
especially encouraged to apply.  Priority will be given to those who
register and apply for travel support before April 1, 2013.  For more
information, please visit the summer school website:

http://www.math.rutgers.edu/CG2013/Home.html

Organizers:

Jian Song (Rutgers)
Gábor Székelyhidi (Notre Dame)
Valentino Tosatti (Northwestern)
Ben Weinkove (Northwestern)

Department of Mathematics, Rutgers University - Hill Center for the
Mathematical Sciences, 110 Frelinghuysen Rd., Piscataway, NJ 08854

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