2 citations · 2 across the 3 of their papers we have counts for
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Determining coefficients for a fractional -Laplace equation from exterior measurements
Manas Kar, Yi-Hsuan Lin, Philipp Zimmermann
We consider an inverse problem of determining the coefficients of a fractional -Laplace equation in the exterior domain. Assuming suitable local regularity of the coefficients…
The Calderón problem for a nonlocal diffusion equation with time-dependent coefficients
Yi-Hsuan Lin, Jesse Railo, Philipp Zimmermann
We investigate global uniqueness for an inverse problem for a nonlocal diffusion equation on domains that are bounded in one direction. The coefficients are assumed to be unknown a…
The global inverse fractional conductivity problem
Giovanni Covi, Jesse Railo, Philipp Zimmermann
We prove \emph{global} uniqueness for an inverse problem for the fractional conductivity equation on domains that are bounded in one direction. The conductivities are assumed to be…