#
Inverse Problems Seminar

Inverse Problems Seminar

UW Inverse Problems Seminar features talks on current research in both theoretical and applied inverse problems arising from different fields. An archive of past Inverse Problems Seminar talks is available here.

## Mailing List

Announcements of upcoming seminars are sent by e-mail to all interested participants. To be added to UW Inverse Problems Seminar mailing list, send e-mail to gunther@math.washington.edu.

## Past Events

- Recovery of time-dependent coefficients in hyperbolic equations on Riemannian manifolds from partial data (Boya Liu, North Carolina State University) -
- Inverse problems for the damped wave equations (Li Li, UC Irvine) -
- Partial data inverse problems for magnetic Schrödinger operators with potentials of low regularity (Salem Selim, UC Irvine) -
- Recovery of time-dependent coefficients in hyperbolic equations on Riemannian manifolds from partial data (Boya Liu, North Carolina State University) -
- Computational Boundary Control Methods for Acoustic Inverse Boundary Value Problems (Yang Yang, Michigan State) -
- On the lack of external response of a nonlinear medium in the second-harmonic generation process (Narek Hovsepyan, Rutgers University) -
- Inverse boundary problems for elliptic operators on conformally transversally anisotropic manifolds (Lili Yan, University of Minnesota) -
- X-ray mapping properties and degenerately elliptic operators (Yuzhou (Joey) Zou, Northwestern University) -
- Tensor tomography and an algebra of invariant distributions (Jan Bohr, University of Bonn) -
- The Tensorial X-ray Transform on Asymptotically Conic Manifolds (Qiuye Jia) -
- Uniqueness results for the fractional Calderón problem and its variants (Li Li (UC Irvine)) -
- Uniqueness for Thermoacoustic Toomography with Integro-Differential Acoustic Attenuation (Benjamin Palacios, University of Chicago) -
- Analytic and statistical aspects of geodesic X-ray transforms (Francois Monard, UC Santa Cruz) -
- Boundary Layers in Kinetic-Fluid Coupling (Qin Li, University of Wisconsin, Madison) -
- Determining both the source of a wave and its speed in a medium from boundary measurements (Amir Moradifam, UC Riverside) -
- The tragedy of the commons in the chemostat (David Finch, Oregon State) -
- No admittance... we're at capacity (David Simmons) -
- Causal holography and applications to inverse scattering problems (Gabriel Katz, MIT) -
- Reconstruction of Spacetime Geometry from Quantum Entanglement (Charles Cao, Caltech) -
- Inverse Problems for Non-Local Operators (Tuhin Ghosh, University of Washington) -
- Dissipative Time Reversal method and Thermoacoustic Tomography ( Benjamin Palacious, University of Washington) -
- Stability estimates for partial data inverse problems for Schrodinger operators in the high frequency limit (Katya Krupchyk) -
- Heat content determines planar triangles (Reed Meyerson, University of Washington) -
- Determining the lines of response for PET detectors (Larry Pierce, University of Washington) -
- Non-linear stability of Kerr-de Sitter black holes (Peter Hintz, UC Berkeley) -
- On the spectrum of the earth ( Maarten de Hoop, Rice University) -
- Corners scatter for electromagnetic waves (Jingni Xiao, Hong Kong Baptist University) -
- Nonparaxial near-nondiffracting accelerating optical beams ( Ting Zhou, Northeastern University) -
- Inverse problems in Bose-Einstein Condensates (Ru-Yu Lai, University of Minnesota) -
- Boundary rigidity and the local inverse problem for the geodesic X-ray transform on tensors (Andras Vasy, Stanford) -
- Pestov identities for generalized X-ray transforms (Joonas Ilmavirta, University of Jyvaskyla) -
- Inverse problems for nonlinear hyperbolic equations in space-time (Yiran Wang, University of Washington) -
- The Calderon Problem for the Fractional Schroedinger Equation (Tuhin Ghosh, Hong Kong University of Science and Technology) -