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20002013
most citedInverse anisotropic conductivity from power densities in dimension

11 citations · 22 across the 13 of their papers we have counts for

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Showing 2012 · math.APShow all

5 papers · 2 filters

math.AP2012

The Levenberg-Marquardt Iteration for Numerical Inversion of the Power Density Operator

Guillaume Bal, Wolf Naetar, Otmar Scherzer +1

In this paper we develop a convergence analysis in an infinite dimensional setting of the Levenberg-Marquardt iteration for the solution of a hybrid conductivity imaging problem. T…

math.AP2012

Convergence to SPDE of the Schrodinger equation with large, random potential

Ningyao Zhang, Guillaume Bal

We study the asymptotic behavior of solutions to the Schr{ö}dinger equation with large-amplitude, highly oscillatory, random potential. In dimension , where $\mathf…

math.AP2012

Boundary control of elliptic solutions to enforce local constraints

Guillaume Bal, Matias Courdurier

We present a constructive method to devise boundary conditions for solutions of second-order elliptic equations so that these solutions satisfy specific qualitative properties such…

math.AP2012

Radiative Transport Limit of Dirac Equations with Random Electromagnetic Field

Yu Gu, Guillaume Bal

This paper concerns the kinetic limit of the Dirac equation with random electromagnetic field. We give a detailed mathematical analysis of the radiative transport limit for the pha…

math.AP201211 cited

Inverse anisotropic conductivity from power densities in dimension

Francois Monard, Guillaume Bal

We investigate the problem of reconstructing a fully anisotropic conductivity tensor from internal functionals of the form where solves $\nabla\cdo…