Biomedical Physics & Engineering Express · 2017 · 12 citations · 22 references
EngineeringBiomedical EngineeringBiophysicsBiomedical ImagingBiomedical OpticsDiagnostic ImagingKalman FilteringMedical ImagingOptical TomographyScattering In TissueTissue Optical PropertiesTissue OpticsDiffuse Optical ImagingDiffuse Optical TomographyExtended Kalman FilterModel ReductionOptical PropertiesReduced Scattering CoefficientScatteringScattering Coefficient Estimation
In diffuse optical tomography (DOT) the main objective is to estimate the absorption coefficent and the reduced scattering coefficient of a certain media given a set of boundary measurements. Biological tissues contains many objects such as arteries, skin and fat whose optical properties are rather different than those of the media. When these values are near to those of the background, linear techniques are usually used to estimate them. However, certain objects, such as tumors, may have properties which cannot be well estimated with linear models. In this article we present a non-linear approach for the frequency-domain problem based on an improvement of the extended Kalman filter (EKF) which is used in estimation-observation problems, and modified to the DOT parameter estimation problem. The EKF allows to incorporate prior information of the measurement noise as well as certain characteristics of the objective media. We show that the proposed methodology is equivalent to existing methods but can be applied to other schemes such as model reduction as suggested in previous works. Some computer simulations as well as experimental results are shown to validate our proposal.
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Optical tomography in medical imaging
Simon Arridge · Inverse Problems · 1999 · 2.5K citations
Diffuse optics for tissue monitoring and tomography
Turgut Durduran, Regine Choe, Wesley B. Baker et al. · Reports on Progress in Physics · 2010 · 1.2K citations
Hamid Dehghani, Matthew Eames, Phaneendra K. Yalavarthy et al. · Communications in Numerical Methods in Engineering · 2008 · 728 citations · Full text