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Inverse Problems: Computational Methods and Emerging ApplicationsInverse Problems: Computational Methods and Emerging Applications TutorialsSeptember 9 - 12, 2003During this week a series of tutorials will be held both on methodological and on applications issues of inverse problems. These should also set the stage for research collaborations between mathematicians and applications scientists that should go on throughout the semester, and should prepare the participants for the subsequent events. Topics to be included are:
Related PapersMartin Burger, A framework for the construction of level set methods for shape optimization and reconstruction, March 2003 (revised). Heinz W. Engl, Inverse Problems I, 2003. Heinz W. Engl, Inverse Problems II, 2003. Heinz W. Engl, Inverse Problems III, 2003. Heinz W. Engl and Philipp Kügler, Nonlinear Inverse Problems: Theoretical Aspects and Some Industrial Applications Lin Ji, Joyce R. McLaughlin, Daniel Renzi, and Jeong-Rock Yoon, Interior Elastodynamics Inverse Problems: Shear Wave Speed Reconstruction in Transient Elastography Joyce R McLaughlin and Jeong-Rock Yoon, Unique identifiability of elastic parameters from time dependent interior displacement measurement Lin Ji and Joyce McLaughlin, Recovery of the Lamè parameter µ in biological tissues Gunther Uhlmann, The Dirichlet to Neumann map and Inverse Problems Alexander Bukhgeim and Gunther Uhlmann, Recovering a Potential from Partial Cauchy Data Liliana Borcea, George Papanicolaou and Chrysoula Tsogka, Estimation of the refocusing resolution for time reversal in scattering media, submitted to Inverse Problems 2003. George Papanicolaou, Leonid Ryzhik and Knut Solna, Statistical stability in time reversal, to appear in the SIAM J. on Appl. Math. 2003. Contact Us:Institute for Pure and Applied Mathematics (IPAM) |
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