9:15 a.m. Inverse problems for the transport equation Mourad Choulli, Universit\'e de Franche-Comt\'e
Plamen Stefanov*,
(921-35-70)
9:45 a.m. Inverse Obstacle Scattering: reconstructions from the least possibledata. Rainer Kre\ss, Institut f\"ur Numerische und Angewandte Mathematik,
William Rundell*, Texas A&M University
(921-35-105)
10:15 a.m. Carleman Estimates in Inverse and Ill-Posed Problems Aleksandr L$'$vovich Bukhge\u\i m*, Sobolev Institute of Mathematics, Siberian Division of the RAS
(921-35-119)
3:00 p.m. An inverse problem in an infection-age-dependentmodel for the dynamics of HIV/AIDS: a preliminary result Changmei Liu*, Cornell University
Carlos Castillo-Chavez, Cornell University
(921-35-82)
3:30 p.m. Recoverying spatially-varying Lam\'e parameters from a tractionexperiment Steven J. Cox, Rice University
Mark S. Gockenbach*, University of Michigan
(921-35-90)
4:00 p.m. Multisensor deconvolution and sampling David F Walnut*, George Mason University
(921-42-113)
4:30 p.m. Phase Space Tomography in Quantum Mechanics M. G. Raymer*, Department of Physics, University of Oregon, Eugene, OR 97403
(921-35-76)
5:00 p.m. Inversion methods for obtaining seabottom geoacoustic parametersfrom partial spectral data Shixiao Wang*, Department of Mathematical Sciences, Rensselaer Polytechnic Institute
Joyce R. McLaughlin, Department of Mathematical Sciences, Rensselaer Polytechnic Institute
(921-35-146)
5:30 p.m. The reconstruction of a first order differential operator fromspectral data. Steven J. Cox, Rice University
Roger A. Knobel*, University of Texas - Pan American
(921-35-75)
8:45 a.m. On Characterization of Dirichlet-to-Neumann maps for Planar Regions David V Ingerman*, University of Washington
(921-35-54)
9:15 a.m. On the null space in linearized anisotropic crosswell traveltimetomography Kenneth P. Bube*, University of Washington
Mark A. Meadows, Chevron Petroleum Technology Company
(921-86-98)
9:45 a.m. Spectra of periodic differential operators and photonic crystals Peter Kuchment*, Wichita State University
Leonid Kunyansky, Wichita State University
(921-78-42)
10:15 a.m. Electrical Impedance Tomography: The two dimensional case Gunther Uhlmann*, University of Washington
(921-35-78)