Studies of properties of solutions of the Navier - Stokes equations. These are equations that are centrally important to hydrodynamic applications, and as well are the object of one of the Clay Prize Problems.
Impact
Goal: Insight into the behaviours or solutions of the Navier - Stokes equations as a description of nonlinear hydro-dynamical processes.
Student Experience
Theoretical mathematics research for graduate level study, on an internationally active and challenging research topic.
Countries
United States of America
Impact
Research
Institutional Partner(s)
Community Partner(s)
Industry Partner(s)
Key Outcomes
Publications
Sponsorship
Federal Foreign
Sponsorship Details
Supported by the NSERC, the Canada Research Chairs Program, and the US – NSF.
