October 2023
4:30pm
KT 217
Physics and geometry of Bethe/Gauge correspondence |
4:15pm
KT 219
Density of growth-rates of subgroups of a free group. |
4:00pm
KT219
Limit measures for topologically and geometrically random surfaces |
4:00pm
KT 219
Nodal count and Morse theory of magnetic operators on graphs. |
4:00pm
KT801
Patterson--Sullivan theory and equidistribution in Hilbert geometry |
4:00pm
Prospect 204, B-02
Learning seminar on D-modules |
10:00am
809 Commons
Friday Morning Seminar |
2:00pm
KT 906
Recent Developments in Constant Mean Curvature Hypersurfaces |
4:30pm
KT 217
Loop group actions via factorization |
4:00pm
KT 219
Estimates for the pressure metric on quasi-Fuchsian space |
3:00pm
LOM 214
The mean first passage time as a natural diffusion distance |
4:00pm
KT 801
Learning seminar on D-modules |
4:00pm The nonlinear stochastic heat equation in the critical dimension |
10:00am
KT 801
Friday Morning Seminar |
2:00pm
KT 906
Geometric Flows and Nearly-Parallel G2-Structures |
4:00pm
KT 801
The space of traces of certain discrete groups |
4:30pm
KT 217
Relative Langlands and (chromatic) homotopy theory |
4:00pm
KT 219
Deformation inequivalent symplectic structures and Donaldson's four-six question |
10:00am
KT 801
Friday Morning Seminar |
4:30pm
KT 217
Mirror symmetry and the Breuil-Mezard conjecture |
4:00pm
KT 219
Horizontal foliations of integrable holomorphic quadratic differentials on infinite Riemann surfaces |
3:00pm
LOM 214
Solving partial differential equations exactly over polynomials |
4:00pm
KT 801
Learning seminar on D-modules |
4:00pm
KT205
Classification of Horocycle Orbit Closures in Z-covers |
4:00pm
KT 219
Quantitative stability of traveling waves |
10:00am
KT 801
The optimal paper Moebius band |
2:00pm
KT 906
Modified mean curvature flow and CMC foliation conjecture in almost Fuchsian manifolds |
4:30pm
KT 217
3d quantum gravity and Virasoro TQFT |
3:00pm
KT 801
The effectiveness of Borel--Laplace summability for Lefschetz thimble integrals |
4:00pm
KT 219
Geometry of Selberg's bisectors in the symmetric space SL(n,R)/SO(n,R) |