Uniqueness in Inverse Problems for the Isotropic Lamé System
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概要
- 論文の詳細を見る
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.
- 東京大学の論文
著者
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池畠 優
群馬大学工学研究科
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Yamamoto Masahiro
Department Of Surgery Teikyo University School Of Medicine
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Nakamura Gen
Department Of Mathematics Josai University
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Nakamura Gen
Department Of Electrical Engineering Science University Of Tokyo
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Yamamoto M
Department Of Mechanical And Control Engineering University Of Electro-communications
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Nakamura Gen
Department Of Mathematics Faculty Of Engineering Gunma University
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Yamamoto M
Osaka Dental Univ. Osaka Jpn
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Yamamoto Masahiro
Department Of Earth Sciences Okayama University
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Ikehata Masaru
Department of Mathematics, Faculty of Engineering, Gunma University
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池畠 優
群馬大学工学部共通講座
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Ikehata Masaru
Department Of Mathematics Faculty Of Engineering Gunma University
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Yamamoto Masahiro
Department Of Agricultural Chemistry Faculty Of Agriculture Niigata University
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YAMAMOTO Masafumi
Department of Physics,Hokkaido University
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