Support Theorem for the Light Ray Transform on Minkowski Spaces

Abstract

We study the Light-Ray transform of integrating vector fields on the Minkowski time-space R^{1+n}, n bigger than equal 2, with the Minkowski metric. We prove a support theorem for vector fields vanishing on an open set of light-like geodesics.

References in corpus (2)

• Stable determination outside a cloaking region of two time-dependent coefficients in an hyperbolic equation from Dirichlet to Neumann map
• Stability for Time Dependent X-ray Transforms and Applications