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Inverse boundary problems for nonlinear elliptic PDE

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RNTW04 - Synergistic workshop on Rich and Nonlinear tomography aimed at drawing together all strands of both methods and applications with new insights

We shall discuss recent progress for inverse boundary problems for nonlinear elliptic PDE . Our focus will be on inverse problems for isotropic quasilinear conductivity equations, as well as semilinear Schrodinger and magnetic Schrodinger equations. In particular, we shall see that the presence of nonlinearity may actually help, allowing one to solve inverse problems in situations where the corresponding linear counterpart is open.

This talk is part of the Isaac Newton Institute Seminar Series series.

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