Amirov A. | Gölgeleyen F. | Yamamoto M.

Article | 2017 | Applicable Analysis96 ( 13 ) , pp.2236 - 2249

In this paper, we discuss the uniqueness in an integral geometry problem along the straight lines in a strongly convex domain. Our problem is related with the problem of finding a Riemannian metric by the distances between all pairs of the boundary points. For the proof, the problem is reduced to an inverse source problem for a kinetic equation and then the uniqueness theorem is proved using the tools of Fourier analysis. © 2016 Informa UK Limited, trading as Taylor & Francis Group.