Analysis, Geometric PDEs
Andrew Lawrie is an analyst studying geometric PDEs. His research focuses on the asymptotic dynamics of solutions to various geometric dispersive equations. These equations often arise as models in mathematical physics, and their study brings together techniques from harmonic analysis, nonlinear analysis, and geometry. Lawrie completed a BA in mathematics at Columbia University in 2007, and received a PhD from the University of Chicago in 2013. He was appointed an NSF postdoctoral fellow at University of California at Berkeley from 2013-2016, and was concurrently a research member of the Mathematical Sciences Research Institute during the fall term 2015. He joined the MIT Department of Mathematics as an assistant professor in 2016.