"A New Sculpturalism" Exhibit at MOCA
Several USC School of Architecture Faculty Members to have featured work in Exhibit at the Museum of Contemporary Art
June 16-September 16
Several USC School of Architecture Faculty Members to have featured work in Exhibit at the Museum of Contemporary Art
June 16-September 16
USC Fisher Museum of Art
Discover art spanning five centuries at USC Fisher Museum of Art.
Ongoing
Discover art spanning five centuries at USC Fisher Museum of Art.
Ongoing
On scale-invariant solutions to the Navier Stokes equation
Special Colloquium
Wednesday, January 23, 2013 : 3:30pm to 4:30pm
University Park Campus
Kaprelian Hall
414
Hao Jia, University of Minnesota
Abstract: The Navier Stokes equation has a natural scaling invariance. In this talk we will discuss a result that for every scale-invariant initial data there is a global scale invariant solution (smooth for positive times) to the Navier Stokes equation. It appears that the result is not accessible by the usual perturbation methods. The proof uses a topological tool (degree theory), and seems to suggest non-uniqueness. We will also present some new estimates which seem to be of independent interest. Joint work with V. Sverak
Abstract: The Navier Stokes equation has a natural scaling invariance. In this talk we will discuss a result that for every scale-invariant initial data there is a global scale invariant solution (smooth for positive times) to the Navier Stokes equation. It appears that the result is not accessible by the usual perturbation methods. The proof uses a topological tool (degree theory), and seems to suggest non-uniqueness. We will also present some new estimates which seem to be of independent interest. Joint work with V. Sverak