For isotropic Lame systems with variable coefficients, we discuss inverse problems of determining force terms or densities from a finite number of measurements of lateral boundary data. We establish uniqueness results by the Carleman estimate. A Lame system with variable coefficients has different principal parts and usual application of the Carleman estimate is difficult, and for the proof of the uniqueness, we reduce the Lame system to a system with the same principal part by introducing a divergence component.
雑誌名
Journal of mathematical sciences, the University of Tokyo
巻
5
号
4
ページ
627 - 692
発行年
1998
ISSN
13405705
書誌レコードID
AA11021653
フォーマット
application/pdf
日本十進分類法
415
Mathematical Reviews Number
MR1675236
Mathmatical Subject Classification
73D50(MSC1991)
73C02(MSC1991)
35R30(MSC1991)
出版者
Graduate School of Mathematical Sciences, The University of Tokyo
原稿受領日
1998-01-12
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Uniqueness in Inverse Problems for the Isotropic Lamé System
jms050402.pdf
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