Inverse problems, multiscale analysis, and effective medium theory : workshop in Seoul, inverse problems, multiscale analysis, and homogenization, June 2224, 2005, Seoul National University, Seoul, Korea
- Providence, R.I. : American Mathematical Society, c2006
- 1 online resource (viii, 265 p. : ill.)
- Contemporary mathematics v. 408 10983627 .
Generalized polarization tensors, inverse conductivity problems, and dilute composite materials: a review ; Improved bounds on the polarization tensor for thick domains ; On conjectures of PolyaSzego and Eshelby ; An FMM for periodic rigidinclusion problems and its application to homogenisation ; Remarks on the implementation of the wideband FMM for the Helmholtz equation in two dimensions ; Multiscale computation of isotropic homogeneous turbulent flow ; Optimality conditions on fields in microstructures and controllable differential schemes ; Timereversal acoustics ; What is recoverable in the inverse magnetoencephalography problem? ; Convergence properties and stability issues in MREIT algorithm ; Oscillatingdecaying solutions for elliptic systems ; Stroh eigenvalues and identification of discontinuity in an anisotropic elastic material ; A comparative study between some noniterative methods for the inverse scattering Habib Ammari and Hyeonbae Kang ; Yves Capdeboscq and Hyeonbae Kang ; Hyeonbae Kang and Graeme W Milton ; Kenji Houzaki Naoshi Nishimura and Yoshihiro Otani ; H Cheng W Crutchfield Z Gimbutas L Greengard J Huang V Rokhlin N Yarvin and J Zhao ; Tom Hou Danping Yang and Hongyu Ran ; Nathan Albin and Andrej Cherkaev ; Mathias Fink ; George Dassios ; J J Liu H C Pyo J K Seo and E J Woo ; Gen Nakamura Gunther Uhlmann and JennNan Wang ; Masaru Ikehata ; Gen Nakamura Roland Potthast and Mourad Sini
9780821879986 (online)
Engineering mathematics
Inverse problems (Differential equations)
Generalized polarization tensors, inverse conductivity problems, and dilute composite materials: a review ; Improved bounds on the polarization tensor for thick domains ; On conjectures of PolyaSzego and Eshelby ; An FMM for periodic rigidinclusion problems and its application to homogenisation ; Remarks on the implementation of the wideband FMM for the Helmholtz equation in two dimensions ; Multiscale computation of isotropic homogeneous turbulent flow ; Optimality conditions on fields in microstructures and controllable differential schemes ; Timereversal acoustics ; What is recoverable in the inverse magnetoencephalography problem? ; Convergence properties and stability issues in MREIT algorithm ; Oscillatingdecaying solutions for elliptic systems ; Stroh eigenvalues and identification of discontinuity in an anisotropic elastic material ; A comparative study between some noniterative methods for the inverse scattering Habib Ammari and Hyeonbae Kang ; Yves Capdeboscq and Hyeonbae Kang ; Hyeonbae Kang and Graeme W Milton ; Kenji Houzaki Naoshi Nishimura and Yoshihiro Otani ; H Cheng W Crutchfield Z Gimbutas L Greengard J Huang V Rokhlin N Yarvin and J Zhao ; Tom Hou Danping Yang and Hongyu Ran ; Nathan Albin and Andrej Cherkaev ; Mathias Fink ; George Dassios ; J J Liu H C Pyo J K Seo and E J Woo ; Gen Nakamura Gunther Uhlmann and JennNan Wang ; Masaru Ikehata ; Gen Nakamura Roland Potthast and Mourad Sini
9780821879986 (online)
Engineering mathematics
Inverse problems (Differential equations)