## Journals

- Advances in Mathematics of Communications
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- Evolution Equations & Control Theory
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- AIMS Mathematics

DCDS-S

The detection, localization, and characterization of a collection
of targets embedded in a medium is an important problem in
multistatic wave imaging. The responses between each pair of
source and receiver are collected and assembled in the form of a
response matrix, known as the multi-static response matrix. When
the data are corrupted by measurement or instrument noise, the
structure of the response matrix is studied by using random matrix
theory. It is shown how the targets can be efficiently detected,
localized and characterized. Both the case of a collection of
point reflectors in which the singular vectors have all the same
form and the case of small-volume electromagnetic inclusions in
which the singular vectors may have different forms depending on
their magnetic or dielectric type are addressed.

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