A number of our pages use cookies to identify you when you sign-in to our site.
The cookie-related information is fully under our control. These cookies are not used for any purpose other than those described here. Unibo policy
By continuing to browse the site, or by clicking on “close”, you consent to the use of cookies.
The reconstruction problems in optical and electrical tomography, such as Optical Diffusion Tomography and Electrical Impedance Tomography, are known to be severely ill-posed. In recent years several modalities have been introduced that circumvents the ill-posedness by introducing another physical modality. This leads to systems of coupled partial differential equations. By using the coupled-physics approach, reconstructions can then be computed with fine resolution and high contrast. To retrieve accurate information from the coupled data one solves the so-called quantitative reconstruction problem. In this mini-symposium we bring together experts working on different quantitative reconstruction problems with hybrid data and discuss future directions.