Seminars
Seminars
Upcoming Events
Shira Zerbib, Iowa State University
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PDL C-401 and via Zoom Link: https://washington.zoom.us/j/91547335974
Past Events
- Recent progress on random field Ising model (Jian Ding, Univ of Pennsylvania) -
- On Schubert polynomials (Karola Mészáros, Cornell University) -
- Counting social interactions for discrete subsets of the plane (Samantha Fairchild, University of Washington) -
- Random growth in 1+1 dimensions, KPZ and KP (Daniel Remenik, Universidad de Chile) -
- Complex analysis meets combinatorics (Steffen Rohde, University of Washington) -
- A Harnack inequality for weak solutions of anisotropic PDEs (Max Goering, University of Washington) -
- On local limit theorems for classes of dependent random variables (Magda Peligrad, Univ of Cincinnati) -
- Geometrically Finite Asymptotically Hyperbolic Einstein metrics (Eric Bahuaud (Seattle University)) -
- An Efficient Algorithm for Deciding the Vanishing of Schubert Polynomial Coefficients (Colleen Robichaux, UIUC) -
- Investigating the Hasse principle for conic bundles (Sam Roven, University of Washington) -
- Epidemics on critical graphs with heavy-tailed degree distribution (David Clancy, UW) -
- Spectral Gaps on Riemannian Manifolds (Helton Leal (Bellevue College)) -
- The equivariant Ehrhart theory of the permutahedron ( Mariel Supina, UC Berkeley) -
- Generalized birthday problem for April 19 (Sumit Mukherjee, Columbia Univ.) -
- Teaching and Learning Brown Bag: Emphasizing concepts and geometry in linear algebra without proofs (Patrick Perkins, Rekha Thomas and Bianca Viray) -
- An odd tale of permutation statistics (Angela Carnevale, National University of Ireland, Galway) -
- Length Spectral Rigidity of Flat and Hyperbolic Metrics (Marissa Loving, Georgia Tech) -
- Bertini irreducibility theorems via statistics (Bjorn Poonen, MIT) -
- Abelian Sandpiles and Abelian Networks (Lionel Levine, Cornell) -
- Type cones and products of simplices (Bennet Goeckner, University of Washington) -
- Critical first-passage percolation in two dimensions (Michael Damron, Georgia Tech) -
- An Asymptotic Local-Global Principle for Integral Kleinian Sphere Packings (Edna Jones, Rutgers) -
- Interface pinning and anisotropies arising from periodic homogenization (William Feldman, University of Utah) -
- Counting elliptic curves with prescribed torsion over imaginary quadratic fields (Allechar Serrano Lopez, University of Utah) -
- On the regularity of singular sets of minimizers for the Mumford-Shah energy (Silvia Ghinassi (UW)) -
- A structural Szemerédi–Trotter theorem for cartesian products (Adam Sheffer, CUNY) -
- Elliptic Curves and Moonshine (Maryam Khaqan (Emory)) -
- The Smoluchowski-Kramers approximation for SPDEs with variable damping (Sandra Cerrai, University of Maryland, College Park ) -
- Cubes, Codes, and Graphical Designs (Catherine Babecki, University of Washington) -
- Local-global principles for norms (André MacEdo, University of Reading) -
- Counting critical points of Gaussian random functions in high dimensions (Antonio Auffinger, Northwestern University) -
- Singular Hodge theory for combinatorial geometries ( Jacob Matherne, University of Oregon) -
- Euler characteristic of the space of real irreducible multivariate polynomials and binary expansions (Trevor Hyde (Chicago)) -
- The heat kernel on complete manifolds with finitely many nice ends (Laurent Saloff-Coste, Cornell University) -
- Hessian Estimates for the Lagrangian mean curvature equation (Arunima Bhattacharya (UW)) -
- A Proof of Grünbaum's Lower Bound Conjecture for general polytopes, and strongly regular CW spheres (Lei Xue, University of Washington) -
- Geodesic Currents and the Marked Length Spectrum (Noelle Sawyer, Southwestern University) -
- Northcott property for special values of L-functions. (Fabien Pazuki, University of Copenhagen) -
- Decompositions of Ehrhart h*-Polynomials for Rational Polytopes (Andrés R. Vindas Meléndez, University of Kentucky ) -
- Stability of Halphen pencils of index two (Aline Zanardini (UPenn)) -
- Phase Analysis of a Family of Reaction-Diffusion Equations (Davar Khoshnevisan (University of Utah) ) -
- Singularity structures in solutions to the Monge-Ampere equation (Connor Mooney (UC Irvine)) -
- A categorification of the Malvenuto-Reutenauer algebra via a tower of groups (Farid Aliniaeifard, The University of British Columbia) -
- Wall crossing morphisms for moduli of stable pairs (Giovanni Inchiostro (UW)) -
- Asymptotic distribution of traces of singular moduli (Nick Andersen, Brigham Young University) -
- Large deviations for lacunary trigonometric sums (Kavita Ramanan (Brown University)) -
- A Higher-Dimensional Sandpile Map (Alex McDonough, Brown University) -
- Quantitative decompositions of Lipschitz mappings (Raanan Schul, Stony Brook University) -
- Logarithmic Energy of Points on S^2 (Stefan Steinerberger (University of Washington) ) -
- Empty axis-parallel boxes ( Boris Bukh, Carnegie Mellon University) -