Maths Fest 2016: Nonlinear and Geometric Partial Differential Equations

This workshop gathers Australian and international researchers in the areas of geometric analysis and geometric and nonlinear partial differential equations, ranging from geometric variational problems such as minimal surfaces, harmonic maps and the theory of optimal mass transport, to geometric flows such as mean curvature flow and Ricci flow, and aspects of geometric PDE including eigenvalue problems and isoperimetric inequalities.

Speakers:
Binglong Chen, Sun Yat-Sen University, China
Jaigyoung Choe, Korea Institute for Advanced Study, Korea
Alessio Figalli, ETH, Switzerland
Aiyana Fraser, University of British Columbia, USA
Nicola Fusco, University of Naples Federico II, Italy
Gerhard Huisken, Tübingen/Oberwolfach, Germany
Fernando Coda Marques, Princeton University, USA
André Arroja Neves, Imperial College London, UK
Duong Phong, Columbia University, USA
Yoshihiro Tonegawa, Tokyo Institute of Technology, Japan
Mu-Tao Wang, Columbia University, USA
Guofang Wei, University of California Santa Barbara, USA