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Conditional stability by Carleman estimates for inverse problems : coefficient inverse problems for the Dirac equation, the determination of subboundary by the heat equation and the continuation of solution of the Euler equation
Conditional stability by Carleman estimates for inverse problems : coefficient inverse problems for the Dirac equation, the determination of subboundary by the heat equation and the continuation of solution of the Euler equation
Paper
博士論文
Atsushi Kawamoto [著]
[Atsushi Kawamoto]
[2011]
<UT51-2011-N672>
National Diet Library
Conditional stability by Carleman estimates for inverse problems: coefficient inverse problems for the Dirac equation, the determination of subboundary by the heat equation and the continuation of solution of the Euler equation = 逆問題に対するカーレマン評価による条件付き安定性:ディラック方程式に対する係数逆問題,熱方程式による部分境界の決定およびオイラー方程式に対する解の接続
Conditional stability by Carleman estimates for inverse problems: coefficient inverse problems for the Dirac equation, the determination of subboundary by the heat equation and the continuation of solution of the Euler equation = 逆問題に対するカーレマン評価による条件付き安定性:ディラック方程式に対する係数逆問題,熱方程式による部分境界の決定およびオイラー方程式に対する解の接続
Paper
図書
Kawamoto Atsushi = 川本敦史
東京大学数理科学研究科
2011
Other Libraries in Japan
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