ICM-90 Satellite Conference Proceedings / Inverse Problems in Engineering Sciences
Proceedings of a Conference held in Osaka, Japan, August 19-20, 1990
Published in November 1991
Book
Paperback/Softback
VI, 156 pages
978-3-540-70087-6 (ISBN)
Description
This volume records the proceedings of an international conference held in Osaka, Japan in August 1990 on the subject of inverse scattering as it is applied to engineering. Topics discussed include synthesis and optimization, mathematical theory and the regularization method.
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Content
Part 1 Regularization method: the role of linear functionals in improving convergence rates for parameter identification via Tikhonov regularization, H.W. Engl and R.S. Anderssen; some integral equations of the first kind in mechanics and regularization of ill-posed linear operator equations, C.W. Groetsch; descriptive regularization for some ill-posed integral equations, B. Hofmann; methods in estimating the optimal regularization parameter, T. Kitagawa; three dimensional reconstructions from near-field data in obstacle scattering, R. Kress and A. Zinn; requirements for uniqueness of crack identification from electric potential distributions, S. Kubo; regularized integral equations for crack shape determination problems, N. Nishimura; identification of the external force of wave equations from noisy observations, K. Ohnaka; variational derivative along crack extension of hypersingular operators, K. Ohtsuka; numerical identification in inverse scattering problems, K. Onishi; representation of the scattering kernel and singularities of that kernel. Part 2 Synthesis and optimization: a convergence framework for approximation methods for DPS estimation problems, H.T. Banks and J.G. Wade; shift synthesis of structural responses based on generalized inverse formulation, S. Nakagiri and K. Suzuki; identifiability of coefficient matrices, time delays and initial functions of functional differential equations, S.I. Nakagiri; parameter identification for a distributed parameter system with application to air pollution estimation, S. Omatu; a practical method for an ill-conditioned optimal shape design of a vessel in which plasma is confined, A.Sasamoto et al. Part 3 Mathematical theory: application of inverse spectral geometry to elastodynamics, C. Hogfors and S.I. Andersson; uniqueness for identifying lame moduli by Dirichlet to Neumann map, G. Nakamura and G. Uhlmann; property C and inverse problems, A.G. Ramm; generic uniqueness for determined inverse problem in 2 dimensions, G. Uhlmann.