Inverse boundary value problems for systems of partial differential equations
We describe a simple way of constructing exponentially growing solutions of the second order systems with the Laplacian as the principal term.
math.AP↗
arXiv subjects
Gregory Eskin
Publications and source records attributed to Gregory Eskin.
On the non-abelian Radon transform
We consider the inverse problem of the recovery of the gauge field in R^2 modulo gauge transformations from the non-abelian Radon transform.A global uniqueness theorem is proven for the case when the gauge field has a compact support.
math.AP↗