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# On an inverse problem for scalar conservation laws

Abstract: 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 $u(t,\cdot)$ of the Cauchy problem with initial data $u\rvert_{t=0}=u_o$ .

Paper:
Available as PDF (544 Kbytes).
Author(s):
Helge Holden
Fabio Simone Priuli
Nils Henrik Risebro
Submitted by:
; 2013-09-25.