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Based Mixed Quasi-reversibility Method for Solving Elliptic ...
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由 J Dardé 著作2013被引用 38 次 — The method is based on a well-posed mixed variational problem on H 1 × H div with the corresponding solution pair converging monotonically to the solution of ...
Based Mixed Quasi-reversibility Method for Solving Elliptic ...
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A new quasi-reversibility approach is introduced for approximating the solution of the ill-posed Cauchy problem in a regularized manner based on a ...
An Hdiv-based mixed quasi-reversibility method for solving ...
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This work considers the Cauchy problem for a second order elliptic operator in a bounded domain. A new quasi-reversibility approach is introduced for ...
An $H_\mathsf{div}$-Based Mixed Quasi-reversibility Method ...
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由 J Dardé 著作2013被引用 38 次 — The method is based on a well-posed mixed variational problem on $H^1\times H_\mathsf{div}$ with the corresponding solution pair converging ...
An Hdiv-based mixed quasi-reversibility method
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由 J DARDÉ 著作被引用 38 次 — The method is based on a well-posed mixed variational problem on H1 × Hdiv, with the corresponding solution pair converging monotonically to the solution of the ...
缺少字詞： mathsf{ div
On quasi-reversibility solutions to the Cauchy problem for ...
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An $H_\mathsf{div}$-Based Mixed Quasi-reversibility Method for Solving Elliptic Cauchy Problems · J. DardéA. HannukainenNuutti Hyvönen. Mathematics. SIAM ...
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Hyvönen, An $H_\mathsf{div}$-Based Mixed Quasi-reversibility Method for Solving Elliptic Cauchy Problems, SIAM Journal on Numerical Analysis, vol.51, issue ...
SINUM: Vol 51, No 4 - ACM Digital Library
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This work considers the Cauchy problem for a second order elliptic operator in a bounded domain. A new quasi-reversibility approach is introduced for ...
The “Exterior Approach" Applied to the Inverse Obstacle ...
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由 L Bourgeois 著作2017被引用 6 次 — The method is based on a well-posed mixed variational problem on $H^1\times H_\mathsf{div}$ with the corresponding solution pair converging monotonically to the ...
A new framework to solve inverse obstacle problems
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2024年10月22日 — We propose a new framework to solve inverse obstacle problems with a Dirichlet condition, consisting in the construction of a decreasing ...
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