Geometric Analysis Mini-Conference
Wednesday-Friday, November 14-16, 2018
Rutgers University, New Brunswick, NJ

This three-day conference highlights recent developments in analysis of non-linear 
elliptic and parabolic partial differential equations arising in differential geometry 
and geometric flow equations --- including mean curvature flow, Ricci flow, and 
Yang-Mills gradient flow. The Workshop (Thursday and Friday) features leading 
experts in geometric analysis while the Mini-Courses (Wednesday) are intended to 
introduce Ph.D. students and junior mathematicians to key concepts in geometric 
analysis. 

Invited Speakers for the Geometric Analysis Workshop include:

Theodora Bourni (University of Tennessee Knoxville)
Alessandro Carlotto (ETH Zürich, Switzerland and Institute for Advanced 
Study, Princeton)
Alice Chang (Princeton University)
Camillo De Lellis (University of Zürich, Switzerland, and Institute for Advanced 
Study, Princeton)
Nicholas Edelen (Massachusetts Institute of Technology)
Chris Gerig (Harvard University)
Matthew Gursky (University of Notre Dame and Institute for Advanced 
Study, Princeton)
Robert Haslhofer (University of Toronto)
Yevgeny Liokumovich (Massachusetts Institute of Technology)
Tristan Rivière (ETH Zürich, Switzerland and IAS, Princeton)
Valentino Tosatti (Northwestern University)
Thomas Walpuski (Michigan State University)
Yu Wang (Northwestern University)

To register (required), apply for funding, or view further details of the program, 
please visit the conference website:

https://finmath.rutgers.edu/geometric-analysis-conf-2018

This event is supported by Rutgers University and the National Science Foundation. 
Graduate students, junior faculty, women, individuals from groups under-
represented in the mathematical sciences or from institutions with little federal 
support, and persons with disabilities are especially encouraged to participate and 
to apply for support. Priority will be given to requests received before September 
30, 2018.

Organizers:

Natasa Sesum and Paul Feehan
Rutgers University, New Brunswick, NJ

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