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Recovering the conductances on grids: A theoretical justification

Author
Arauz, C.; Carmona, A.; Encinas, A.; Mitjana, M.
Type of activity
Journal article
Journal
Contemporary mathematics
Date of publication
2016
Volume
658
First page
149
Last page
167
DOI
https://doi.org/10.1090/conm/658/13122 Open in new window
Repository
http://hdl.handle.net/2117/87425 Open in new window
Abstract
In this work, we present an overview of the work developed by the authors in the context of inverse problems on nite networks. This study performs an extension of the pioneer studies by E.B. Curtis and J.A. Morrow, and sets the theoretical basis for solving inverse problems on networks. We present just a glance of what we call overdetermined partial boundary value problems, in which any data are not prescribed on a part of the boundary, whereas in another part of the boundary both the values of...
Citation
Arauz, C., Carmona, A., Encinas, A., Mitjana, M. Recovering the conductances on grids: A theoretical justification. "Contemporary mathematics", 2016, vol. 658, p. 149-167.
Keywords
Inverse problem, Schrödinger operator, partial overdeterminated boundary value problems
Group of research
MAPTHE - Matrix Analysis and Discrete Potential Theory

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