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On the Uniqueness of a Nonlinear Discrete Calderón Problem
Elena Beretta, Maolin Deng, Alberto Gandolfi +1
The discrete Calderón problem aims at recovering the conductivity on the edges of a graph from boundary measurements, encoded by the discrete Dirichlet-to-Neumann (DtN) map. The pr…
Stability and Reconstruction of a Nonlinearity in a Parabolic Equation from Partial Boundary Data
Jason Choy, Maolin Deng, Bangti Jin +1
In this work, we investigate the inverse problem of determining a semilinear term in a nonlinear parabolic equation from one single boundary flux measurement taken on an arbitrary…
Simultaneous Identification of Coefficients and Source in a Subdiffusion Equation from One Passive Measurement
Maolin Deng, Ali Feizmohammadi, Bangti Jin +1
This article is devoted to the detection of parameters in anomalous diffusion from a single passive measurement. More precisely, we consider the simultaneous identification of coef…
Stable Determination and Reconstruction of a Quasilinear Term in an Elliptic Equation
Jason Choy, Maolin Deng, Bangti Jin +1
In this work, we investigate the inverse problem of determining a quasilinear term appearing in a nonlinear elliptic equation from the measurement of the conormal derivative on the…