Alexandre Jollivet
Published 2006-07-03Version 1
In this paper, we consider inverse scattering and inverse boundary value problems at sufficiently large and fixed energy for the multidimensional relativistic Newton equation with an external potential $V$, $V\in C^2$. Using known results, we obtain, in particular, theorems of uniqueness.
Journal: Inverse Problems 23, 1 (2007) 231-242
On inverse problems in electromagnetic field in classical mechanics at fixed energy
On inverse scattering for the multidimensional relativistic Newton equation at high energies
Periodic and almost periodic potentials in the inverse problems
