Analysis and PDE Seminar by John Toth (McGill University)
Phillips Hall 385Quantitative unique continuation for L^2-restrictions of eigenfunction sequences
RTG: Partial Differential Equations on Manifolds
Funded by NSF DMS-2135998
Quantitative unique continuation for L^2-restrictions of eigenfunction sequences
Geometric variational problems: regularity vs singularity formation
A determination of the blowup solutions to the focusing, quintic NLS with mass equal to the mass of the soliton
Moving boundary problems for evaporating fluids
Long time solutions for one dimensional dispersive flows
A priori interior estimates for Lagrangian mean curvature equations
Exponential time-decay for a one dimensional wave equation with coefficients of bounded variation
Complete Calabi-Yau metrics from smoothing Calabi-Yau complete intersections
Stability of spectral partitions with corners
On the spectrum of general-relativistic hydrogenic ions with an anomalous magnetic moment
Asymptotic simplification for solutions of nonlinear wave equations
Wave maps into the sphere