M. Kar

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20162022

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math.AP2020

Recovery of coefficients for a weighted p-Laplacian perturbed by a linear second order term

Cătălin I. Cârstea, Manas Kar

This paper considers the inverse boundary value problem for the equation $\nabla \cdot (σ \nabla u + a ∣\nabla u ∣^{p - 2} \nabla u) = 0$ . We give a procedure for the recovery of the coefficie…

math.AP2016

Inverse problems for $p$ -Laplace type equations under monotonicity assumptions

Chang-Yu Guo, Manas Kar, Mikko Salo

We consider inverse problems for $p$ -Laplace type equations under monotonicity assumptions. In two dimensions, we show that any two conductivities satisfying $σ_{1} \geq σ_{2}$ and hav…

Recovery of coefficients for a weighted p-Laplacian perturbed by a linear second order term

Inverse problems for p-Laplace type equations under monotonicity assumptions

Inverse problems for $p$ -Laplace type equations under monotonicity assumptions