The 5th Symposium on Analysis & PDEs
Purdue University, May 20–23, 2012
The 5th Symposium on Analysis & PDEs
Purdue University, May 20–23, 2012
Sunday, May 20 REVISED
8:30-8:50 Refreshments
8:50-9:00 Opening Remarks
9:00-10:00
Alice Chang, Princeton University
10:00-11:00
YanYan Li, Rutgers University
Some analytic aspects of conformally invariant fully nonlinear equations
11:00-11:30 Coffee Break
11:30-12:30
Natasa Sesum, Rutgers University
12:30-2:30 Lunch Break
2:30-3:30
Jean Michel Roquejoffre, Universite de Toulouse
Travelling graphs for the forced mean curvature motion in arbitrary space dimensions
3:30-3:50
Phuc Nguyen, Louisiana State University
4:00-4:30 Coffee Break
4:30-4:50
Marian Bocea, Loyola University Chicago
Models for growth of heterogeneous sandpiles via Mosco convergence
4:50-5:10
Tao Huang, University of Kentucky
On uniqueness of heat flow of harmonic maps and hydrodynamic flow of nematic liquid crystals
MONDAY, May 21
8:30-9:00 Refreshments
9:00-10:00
Alice Chang, Princeton University
10:00-11:00
Yu Yuan, University of Washington
Hessian estimates for special Lagrangian equations with critical and supercritical phases
11:00-11:30 Coffee Break
11:30-12:30
Matthew Gursky, University of Notre Dame
Regularized determinants and conformally invariant operators
12:30-2:00 Lunch Break
2:00-3:00
Luis Caffarelli, University of Texas at Austin
3:00-4:00
Ovidiu Savin, Columbia University
4:00-4:30 Coffee Break
4:30-4:50
Michael Goldman, Ecole Polytechnique/Carnegie Mellon
4:50-5:10
Jiuyi Zhu, Wayne State University
Liouville-type theorems and decay estimates for solutions to higher order elliptic equations
BANQUET West Faculty Lounge of the Purdue Memorial Union
6:30 Reception (Cash Bar)
7:00 Dinner
Tuesday, May 22
8:30-9:00 Refreshments
9:00-10:00
Alice Chang, Princeton University
10:00-11:00
Paul Yang, Princeton University
11:00-11:30 Coffee Break
11:30-12:30
Giovanna Citti, Universita di Bologna
Heat kernels and mean curvature flow in Lie groups with subelliptic metric
12:30-2:00 Lunch Break
2:00-3:00
Luis Caffarelli, University of Texas at Austin
3:00-4:00
Dejan Slepcev, Carnegie Mellon University
4:00-4:30 Coffee Break
4:30-4:50
Dake Wang, University of Washington
4:50-5:10
Marie Frentz, Umeå University
The obstacle problem for parabolic non-divergence form operators of Hormander type
5:10-5:30
Mark Allen, Purdue University
Wednesday, May 23
8:30-9:00 Refreshments
9:00-10:00
Luis Caffarelli, University of Texas at Austin
10:00-11:00
Lenya Ryzhik, Stanford University
11:00-11:30 Coffee Break
11:30-12:30
Alexis Vasseur, University of Texas at Austin
Regularity theory for non-linear integral differential operators
Location: All lectures are in MATH 175. Coffee Breaks: Math Library lounge.