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--------------------------------------------- Announcement ---------------------------------------------------------------------------------

Summer School on Geometric Analysis
July 10 - 21, 2017, The Fields Institute; Toronto, Canada

Description: The summer school is intended for graduate students, postdoctoral fellows, and early career
researchers to learn about various fundamental topics in geometric analysis.

We will have six courses by leading experts in geometric analysis, accompanied by several problem sessions
and discussion groups.

Speakers and tentative titles:

Alessandro Carlotto (ETH Zurich): Minimal surfaces - old and new 
Ailana Fraser (UBC): Extremal eigenvalue problems for surfaces 
Aaron Naber (Northwestern): Introduction to Yang Mills Theory 
Christina Sormani (CUNY): Scalar Curvature and Intrinsic Flat Convergence
Gabor Szekelyhidi (Notre Dame): Gluing constructions in Kahler geometry
Peter Topping (Warwick): Gradient flows for the harmonic map energy 

Registration: Please apply for admission to the Summer School on Geometric Analysis by filling out our
application form on the summer school website.

Website: http://www.fields.utoronto.ca/activities/workshops/summer-school-geometric-analysis-1

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