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Lipschitz stability at the boundary for time-harmonic diffuse optical tomography

Date
2020
Abstract
We study the inverse problem in Optical Tomography of determining the optical properties of a medium ⊂ Rn, with n ≥ 3, under the so-called diffusion approximation. We consider the time-harmonic case where is probed with an input field that is modulated with a fixed harmonic frequency ω = k/c, where c is the speed of light and k is the wave number.
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Description
peer-reviewed
Publisher
Taylor & Francis - Routledge
Citation
Applicable Analysis;
Funding code
Funding Information
Higher Education Authority (HEA), EPSRC
Sustainable Development Goals
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