8:00 a.m. Using Level Sets of Mode Shapes as Data for the Inverse Problem Joyce R. McLaughlin*,
(930-35-35)
9:00 a.m. Affine Contravariant versus Covariant Gauss--Newton Methods for Nonlinear Inverse Problems. Peter J Deuflhard*, Konrad-Zuse-Zentrum Berlin
(930-65-47)
10:00 a.m. Euler Methods for Backwards Heat Equations Thomas I Seidman*, UMBC (University of Maryland Baltimore County)
(930-65-34)
2:15 p.m. Convergence Rates for Iterative Regularization of Nonlinear Inverse Problems Heinz W Engl*, Industrial Mathematics Institute, Kepler Universitaet Linz, Austria
(930-65-23)
3:05 p.m. Wavelet Methods and nonlinear inverse problems in medical imaging. Peter Maass*, Universitaet Potsdam
(930-65-39)
3:55 p.m. Some Mathematical Aspects of Non-Linear Industrial Inverse Problems. Robert S. Anderssen*, CSIRO Mathematical and Information Sciences
(930-65-31)
4:45 p.m. Bounded Variation Regularization with Nondifferentiable Functionals and Variational Inequalties. M. Zuhair Nashed*, University of Delaware
(930-65-1236)
5:35 p.m. Inverse Spectral Problems with Singular Rational Spectral Varieties. Alex Kasman*, Concordia University and CRM
(930-35-62)
2:15 p.m. Newton Methods in Inverse Obstacle Scattering Rainer Kress*, Universit\"at G\"ottingen
(930-45-30)
3:15 p.m. An Accurate Numerical Algorithm for Inverse Problems of Nonlinear Parabolic PDEs. Xinglai Zhuang, Mississippi State University
Jianping Zhu*, Mississippi State University
(930-65-732)
3:45 p.m. The Phase Problem in Inverse Scattering. Paul E. Sacks*, Iowa State University
(930-81-129)