Mean curvature flow with a forcing term in Minkowski space
by Mark Aarons
Abstract: We study the forced mean curvature flow in Minkowski space and
prove longtime existence of solutions. When the initial data "goes null"
in at least two directions and satisfies a mild barrier assumption, we
prove convergence to constant mean curvature. When the initial data
intersects only spacelike infinity, we prove convergence to a soliton
For More Information: Craig Hodgson tel. 8344-5553 email: firstname.lastname@example.org