We present a review of methods for the forward and inverse problems in optical tomography.
We limit ourselves to the highly scattering case found in applications in medical imaging …

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The desire for a diagnostic optical imaging modality has motivated the development of
image reconstruction procedures involving solution of the inverse problem. This approach is …

Global seismic tomography has produced a great amount of robust information concerning
the three-dimensional extent of the Earth's internal structure. This has stimulated a …

We consider finite difference approximations of solutions of inverse Sturm‐Liouville
problems in bounded intervals. Using three‐point finite difference schemes, we discretize …

Within the framework of diffuse tomography consider the special case of isotropy, ie the
attenuation varies from pixel to pixel, but for each pixel the (conditional) probability of going …

We show that imaging an isotropic, high contrast, conductive medium is asymptotically
equivalent to the identification of a unique resistor network, given measurements of currents …

We consider the problem of identifying possibly discontinuous doping profiles in
semiconductor devices from data obtained by stationary voltage–current maps. In particular …

Recent developments in optical imaging inspired the model of photon transport discussed
below.(Infrared radiation is used to image relatively soft and homogeneous tissue.) The …

Optical, or diffuse tomography, refers to the use of low-energy probes to obtain images of
highly scattering media. The inverse problem for one of the earliest and crudest models of …