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20112026
most citedBayesian inversion for Electrical Impedance Tomography by sparse interpolation

1 citations · 1 across the 5 of their papers we have counts for

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math.NA2026

Sparsity for parametric PDEs with log-gamma random inputs and applications

Dinh Dũng, Van Kien Nguyen, Viet Ha Hoang

We propose a novel method for establishing the sparsity of the coefficients of the Laguerre generalized polynomial chaos expansion of solutions to parametric elliptic PDEs with log…

math.NA20231 cited

Bayesian inversion for Electrical Impedance Tomography by sparse interpolation

Quang Huy Pham, Viet Ha Hoang

We study the Electrical Impedance Tomography Bayesian inverse problem for recovering the conductivity given noisy measurements of the voltage on some boundary surface electrodes. T…

math.NA2022

Optimal finite elements for ergodic stochastic two-scale elliptic equations

Viet Ha Hoang, Chen Hui Pang, Wee Chin Tan

We develop an essentially optimal finite element approach for solving ergodic stochastic two-scale elliptic equations whose two-scale coefficient may depend also on the slow variab…

math.NA2019

Homogenization of a multiscale multi-continuum system

Jun Sur Richard Park, Viet Ha Hoang

We study homogenization of a locally periodic two-scale dual-continuum system where each continuum interacts with the other. Equations for each continuum are written separately wit…

math.NA2019

Hierarchical multiscale finite element method for multi-continuum media

Jun Sur Richard Park, Viet Ha Hoang

Simulation in media with multiple continua where each continuum interacts with every other is often challenging due to multiple scales and high contrast. One needs some types of mo…