Can I read Sharp trace theorems for null hypersurfaces on Einstein metrics with finite curvature flux on EtoBox?

Sharp trace theorems for null hypersurfaces on Einstein metrics with finite curvature flux by Klainerman, Sergiu; Rodnianski, Igor is a scholarly article available to read on EtoBox.

What is Sharp trace theorems for null hypersurfaces on Einstein metrics with finite curvature flux about?

The main objective of the paper is to prove a geometric version of sharp trace and product estimates on null hypersurfaces with finite curvature flux. These estimates play a crucial role to control the geometry of such null hypersurfaces. The paper is based on an invariant version of the classical Littlewood -Paley theory, in a noncommutative setting, defined via heat flow on surfaces.

Author

Klainerman, Sergiu; Rodnianski, Igor

Published

2003

Language

EN