Posts

A stability result for the reconstruction of fluorophore distribution is established for the 2D Light Sheet Fluorescence Microscopy model. The result is equivalent to a Lipschitz-type stability for the reconstruction of the initial temperature for the heat equation in $\mathbb{R}$.

This two-dimensional system of PDE models an excitable system such as electric signals on heart tissue. It is solved by means of a finite differences scheme. Also, an inverse problem is established and partially solved: reconstruct cardiac tissue properties by using measurements available from an ECG. Code available on github upon request.

Welcome 👋 We know that first impressions are important, so we’ve populated your new site with some initial content to help you get familiar with everything in no time.