Journal
APPLICABLE ANALYSIS
Volume 87, Issue 10-11, Pages 1105-1119Publisher
TAYLOR & FRANCIS LTD
DOI: 10.1080/00036810802369231
Keywords
Lipschitz stability; inverse hyperbolic problems; anisotropic media
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We consider an inverse problem of determining multiple coefficients of principal part of a scalar hyperbolic equation with Dirichlet boundary data. We prove the uniqueness and a Lipschitz stability estimate in the inverse problem with some observations on a suitable sub-boundary satisfying an appropriate geometrical condition. The key is a Carleman estimate for a hyperbolic operator with variable coefficients.
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