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机构 日期 题名 作者
臺大學術典藏 2019-10-28T03:21:08Z Carleman estimate for second order elliptic equations with Lipschitz leading coefficients and jumps at an interface Di Cristo, M.;Francini, E.;Lin, C.-L.;Vessella, S.;Wang, J.-N.; Di Cristo, M.; Francini, E.; Lin, C.-L.; Vessella, S.; Wang, J.-N.; JENN-NAN WANG
臺大學術典藏 2018-09-10T09:43:18Z Size estimates of the inverse inclusion problem for the shallow shell equation Di Cristo, M.; Lin, C.-L.; Vessella, S.; Wang, J.-N.; Di Cristo, M.; Lin, C.-L.; Vessella, S.; Wang, J.-N.; JENN-NAN WANG
臺大學術典藏 2018-09-10T09:43:18Z Quantitative uniqueness estimates for the shallow shell system and their application to an inverse problem Di Cristo, M.; Lin, C.-L.; Wang, J.-N.; Di Cristo, M.; Lin, C.-L.; Wang, J.-N.; Wang, Jenn-Nan
臺大學術典藏 2018-09-10T09:43:18Z Doubling inequalities for anisotropic plate equations and applications to size estimates of inclusions Di Cristo, M.; Lin, C.-L.; Morassi, A.; Rosset, E.; Vessella, S.; Wang, J.-N.; Di Cristo, M.; Lin, C.-L.; Morassi, A.; Rosset, E.; Vessella, S.; Wang, J.-N.; JENN-NAN WANG
國立成功大學 2013-12 Doubling inequalities for anisotropic plate equations and applications to size estimates of inclusions Di Cristo, M.; Lin, C-L; Morassi, A.; Rosset, E.; Vessella, S.; Wang, J-N
國立成功大學 2013 SIZE ESTIMATES OF THE INVERSE INCLUSION PROBLEM FOR THE SHALLOW SHELL EQUATION Di Cristo, M.; Lin, C. -L.; Vessella, S.; Wang, J. -N.

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