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Globally Convergent Numerical Methods for Some Coefficient Inverse Problems

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3 Author(s)
Jianguo Xin ; University of North Carolina at Charlotte, Charlotte ; Larisa Beilina ; Michael Klibanov

How can we differentiate between an underground stone and a landmine? A class of new numerical methods aims to address this question using globally convergent-rather than locally convergent-algorithms for coefficient inverse problems. Numerical results model imaging of the spatially distributed dielectric permittivity function in an environment where antipersonnel landmines are embedded along with stones.

Published in:

Computing in Science & Engineering  (Volume:12 ,  Issue: 5 )