연 사 : 김 화 길 박사
소 속 : Courant Institute(NYU)
발표주제 : Lagrangian mechanics in the space of probability
measures (Hamilton-Jacobi Equations in the Wasserstein space)
발표내용 : Only few years ago, people started getting interested
in HJE in the Wasserstein space. It turns out that HJE has
many interesting application areas like compressible Euler
equations, Mean field equations .. etc.
Unfortunately, the theory on HJE in the Wasserstein space is
not fully developed yet. In this talk, I will introduce some
already known results and then I will describe our result
recently done with my collaborators(Ryan Hynd and Paul Lee).
발표일자 : 2012년 1월 13일, 오후4시
발표장소 : 아산이학관524호