Extreme inclusions in Calderón's problem
Torsdag 4. juni 2020
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Calderón's problem is on determining information about an electrical conductivity coefficient in a body from boundary measurements of current and voltage. Based on a Neumann-to-Dirichlet map on an arbitrarily small part of the domain boundary, I will give an easy criterion that characterizes the support of conductivity perturbations. The perturbations may lead to conductivity values that are perfectly insulating (zero), perfectly conducting (infinite), or other finite values in between.
Kontakt: Søren Fournais