activity
20222026
most citedAn adaptive finite element/finite difference domain decomposition method for applications in microwave imaging

19 citations · 19 across the 5 of their papers we have counts for

collaborators

5 papers

math.NA2026

Variational optimization approach for reconstruction of dielectric permittivity and conductivity functions using partial boundary measurements

Eric Lindström, Larisa Beilina

We present a variational optimization approach for the solution of a coefficient inverse problem of simultaneous reconstruction of the dielectric permittivity and conductivity func…

math.NA2025

Finite element 3D models of melanoma growth and time-dependent backscattered data for dielectric properties of melanoma at 6 GHz

Eric Lindström, Larisa Beilina

Finite element meshes for 3D models simulating realistic malignant melanoma (MM) growth, incorporating accurate dielectric properties of the skin, have been developed. Numerical si…

math.NA2025

Reconstructing the dielectric properties of melanoma in 3D using real-life melanoma model

Georg Kyhn, Eric Lindström, Larisa Beilina

The paper presents performance of the adaptive domain decomposition finite element/finite difference method for reconstruction of the dielectric permittivity and conductivity funct…

math.NA2024

A hybrid finite element/finite difference method for reconstruction of dielectric properties of conductive objects

Eric Lindström, Larisa Beilina

The aim of this article is to present a hybrid finite element/finite difference method which is used for reconstructions of electromagnetic properties within a realistic breast pha…

math.NA2022★ 19 cited

An adaptive finite element/finite difference domain decomposition method for applications in microwave imaging

Larisa Beilina, Eric Lindström

A new domain decomposition method for Maxwell's equations in conductive media is presented. Using this method reconstruction algorithms are developed for determination of dielectri…