Hyperbolic Differential Equations in Geometry and Physics

Jan de Gier

  • 4 Apr 2022 - 8 Apr 2022
    8:00 am - 5:00 pm

Organisers:
Jesse Gell-Redman (University of Melbourne)
Andrew Hassell (ANU)
Todd Oliynyk (Monash University)
Volker Schlue (University of Melbourne)
Qian Wang (Oxford University)

Program Description: 
Non-linear differential equations of  hyperbolic type underlie many of the main focus points in mathematical physics and geometric analysis. Their study influences and connects topics like general relativity, fluid dynamics, spectral theory, and dynamical systems. This research program will bring together leading mathematicians in cutting edge research areas to discuss hyperbolic equations and their many facets; this includes experts in fluids working on the Navier-Stokes equations, in general relativity working on important problems like cosmic censorship and global stability of special space-times, and in microlocal analysis, which has recently found important use in well-posedness problems for quasi-linear PDEs.

Program Structure: 
Please click on image to enlarge.

Please click here for Talk Titles and Abstracts

Participant list:
Volker Schlue (University of Melbourne)
Jesse Gell-Redman (University of Melbourne)
Andrew Hassell (Australian National University)
Todd Oliynyk (Monash University)
Kiril Datchev (Purdue University)
Dean Baskin (Texas A&M University)
Allen Fang (Sorbonne University)
Arick Shao (Queen Mary University)
Jan Sbierski (University of Edinburgh)
Sean Gomes (University of Sydney)
Zihua Guo (Monash University)
Trang Nguyen (Monash University)
Brian Krummel (University of Melbourne)
William Trad (University of Sydney)
Arturo Olvera (Monash University)
Cal Robertson (Monash University)
Antoine Gansemer (Australian National University)
Louie Bernhardt (University of Melbourne)
Zijun Chen (Monash University)


ASSOCIATED EVENTS
MATRIX Wine and Cheese Afternoon 5 April 2022
On the first Tuesday of each program, MATRIX provides a pre-dinner wine and cheese afternoon. Produce is locally-sourced to showcase delicacies from the region.