On an inverse problem for scalar conservation laws

Helge Holden, Fabio Simone Priuli, Nils Henrik Risebro
2014 Inverse Problems  
We study in what sense one can determine the function k=k(x) in the scalar hyperbolic conservation law u_t+(k(x)f(u))_x=0 by observing the solution u(t,) of the Cauchy problem with initial data u|_t=0=u_o.
doi:10.1088/0266-5611/30/3/035015 fatcat:uik5ddpza5d7bbrvfg25ojct2y