Artículo de revista
Potential reconstruction for a class of hyperbolic systems from incomplete measurements
Fecha
2018-08Registro en:
Inverse Problems Volumen: 34 Número: 8 Número de artículo: 085005
10.1088/1361-6420/aac6a9
Autor
Carreno, Nicolás
Morales, Roberto
Osses Alvarado, Axel
Institución
Resumen
In this article, we study the reconstruction of spatially dependent potentials in n coupled hyperbolic equations in cascade from n - 1 components of the solution of the system. More precisely, we prove local uniqueness and Lipschitz stability for this inverse problem. The main tool is a Carleman estimate for a cascade system with missing observations.