Differential Geometry/PDE Seminar
Differential Geometry/PDE Seminar
The UW Differential Geometry / Partial Differential Equations (DG/PDE) Seminar is held in Padelford C-38 on Wednesdays 4:00 p.m. unless otherwise noted.
Taking the DG/PDE Seminar for Credit
The Differential Geometry/PDE Seminar can be taken for graduate credit as Math 550A. You may obtain one credit by attending and participating in all but two of the seminar meetings, or two credits for giving a talk in the seminar. If you have any questions about these requirements, feel free to contact Yu YUAN (yuan@math.washington.edu) or Jonathan Zhu (jonozhu@uw.edu).
Seminar Mailing List
Announcements of upcoming DG/PDE seminars are sent by e-mail to all interested participants. To be added to (or removed from) the DG/PDE seminar mailing list, send an e-mail to yuan@math.washington.edu or jonozhu@uw.edu.
Upcoming Events
Mikko Salo, U. Jyvaskaskilaa
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PDL C-038
Past Events
- Inverse Problems in Mean Field Games: Decoding via Cauchy Data (joint w/ IP seminar) (Shen Zhang, Michigan State) -
- Smooth rigidity for Anosov flows and geometric applications (Andrey Gogolev, Ohio State U.) -
- Blaschke--Santal\'o Diagrams: An Essential Tool for Studying Isoperimetric Inequalities (Ilias Ftouhi, Friedrich-Alexander Universität) -
- Recovering a first order perturbation of one-dimensional wave equation from white noise boundary data (joint w/ IP seminar) (Jesse Railo, LUT, Finland) -
- A constant rank theorem for special Lagrangian equations (W. Jacob Ogden (UW)) -
- How rare are simple Steklov eigenvalues? (joint w/ IP seminar) (Lihan Wang, Cal State Long Beach) -
- Local dynamics and shape of mean curvature flow passing through a singularity (Ao Sun (Lehigh)) -
- Bounded time inverse scattering for nonlinear Dirac equation (Joint w/ IP seminar) (Yuchao Yi, UCSD) -
- Scattering rigidity for stationary geometries via timelike geodesics (Joint w/ IP seminar) (Sebasti\'an Mu\~noz Thon, Purdue) -
- Minimal surfaces existence problem in a Riemannian 3-sphere (Xin Zhou (Cornell)) -
- Non-uniqueness of mean curvature flow (Tang-Kai Lee (MIT)) -
- The anisotropic Calderon problem for fractional Schrodinger operators on closed Riemannian manifolds (Joint w/ IP seminar) (Katya Krupchyk, UC Irvine) -
- Alexandrov-Fenchel type inequalities for hypersurfaces in the sphere (Min CHEN, U. of Oregon) -
- The planarity estimate in higher codimension mean curvature flow (Keaton Naff (Lehigh)) -
- Łojasiewicz inequalities and mean curvature flow (Jonathan Zhu (UW)) -
- Ergodic properties of rational billiards (Francisco Andres Arana Herrera, U. of Maryland) -
- TBA (Francisco Arana-Herrera (University of Maryland)) -
- Inversion of trace formulas for inverse spectral problems (Joint with IP seminar) (Jian Zhai, Fudan U., China ) -
- Ring structures on singular instanton homology and link detection (Boyu Zhang (University of Maryland)) -
- Isospectral connections, frame flow ergodicity, and polynomial maps between spheres (Thibault Lefeuvre (Université de Paris and Sorbonne Université)) -
- Boundary behavior of the Allen-Cahn equation and the construction of free boundary minimal hypersurfaces [joint with Rainwater seminar] (Davide Parise (UCSD)) -
- Doubling method for Monge-Ampere and special Lagrangian type equations (Ravi Shankar, Princeton U.) -
- The Monge-Ampere system: convex integration in arbitrary dimension and codimension (Marta Lewicka (U of Pittsburgh)) -
- Marked length spectrum rigidity for Anosov surfaces (Gabriel Paternain (UW)) -
- Stability of the volume entropy inequality (Antoine Song (Caltech)) -
- Helical symmetry solutions for 3D incompressible Euler equations in an infinite cylinder (Daomin CAO (Academy of Mathematics and Systems Science, Chinese Academy of Sciences)) -
- The sigma-2 equation in dimension four (Ravi Shankar (Princeton U.)) -
- Asymptotics near extinction for nonlinear fast diffusion on a bounded domain (Robert McCann (U. Toronto)) -
- Some unique continuation results for Schrodinger equations (Xueying Yu, University of Washington) -
- A priori interior estimates for Lagrangian mean curvature equations (Arunima Bhattacharya (U. North Carolina)) -
- Landis-type conjecture for the fractional Schrodinger operator (Joint with IP seminar) (Jenn-Nan Wang (National Taiwan University)) -
- Inverse Problems for Nonlinear Schroedinger Equations (Joint with IP seminar) (Ru-yu Lai (U. Minnesota)) -
- Distance comparison principles for curve shortening flows (Jonathan J. Zhu) -
- On transport twistor spaces (Joint with IP seminar) (Jan Bohr (U. Bonn)) -
- Microlocal analysis near null infinity on asymptotically flat spacetimes (Joint with IP seminar) (Andras Vasy (Stanford U)) -
- Variations of Renormalized Volume for Minimal Submanifolds of Poincare-Einstein Spaces ( Jared Marx-Kuo) -
- Ancient Ricci flows of bounded girth (Mat Langford (UTK)) -
- Inverse boundary problems for nonlinear elliptic PDE (Joint with IP seminar) (Katya Krupchyk (UC Irvine)) -
- Sharp Scattering Results for the Cubic Nonlinear Schrödinger Equation (Joint with IP seminar) (Jason Murphy (Missouri University of Science and Technology)) -
- On the compactness of Hamiltonian stationary Lagrangian submanifolds (John M-S. Ma (University of Copenhagen)) -
- Ancient Solutions in Ricci Flow (Peng LU (U of Oregon)) -
- Gradient estimate for a special Lagrangian type PDE (Ravi Shankar (Princeton University)) -
- On Green's functions of nondivergent elliptic operators with continuous coefficients (Seick Kim (Yonsei University in Seoul)) -
- Coordinates are messy (Melanie Graf (University of Tübingen)) -
- The geodesic X-ray transform: a semiclassical approach and applications to asymptotically conic spaces (Joint with IP seminar) (Andras Vasy (Stanford)) -
- Mapping properties of X-ray transforms near convex boundaries (Joint with IP seminar) (Francois Monard (UC Santa Cruz)) -
- Acoustic Source and Speed of Sound Inversion in PhotoacousticTomography: A Numerical Study (Joint with IP seminar) (Yang Yang (Michigan State) ) -
- An inverse problem for the fractional porous medium equation (Joint w/ IP seminar) ( Li Li) -
- Sub-Riemannian limit of the differential form heat kernels on a contact Manifold (Hadrian Quan (UW)) -
- Geometric applications of the Laplace equation on Ricci-flat manifolds (Jiewon Park (Caltech)) -