Seminars
Seminars
Past Events
- Some math behind the Zener cards (Andrea Ottolini (UW)) -
- 1-2-3 Seminar: Number Fields (Alex Wang, University of Washington) -
- Combinatorial Algebraic Geometry: Tropical Ceresa cycles (Caelan Ritter (University of Washington)) -
- Geometry and Dynamics Seminar: Symmetric Matrices, Foliations, and Veech Groups (Paige Helms) -
- Computing Representations for Lie Algebraic Networks (Noah Shutty, Google) -
- Graduate Student Analysis Seminar: A friendly introduction to the isoperimetric inequality (Kuan-Ting Yeh, University of Washington) -
- Unimodular triangulations of sufficiently large dilations (Gaku Liu, University of Washington) -
- A geometric Hasse principle for the Brauer group (Minseon Shin) -
- Semi-integral points and local-global principles (Sam Streeter, University of Bristol) -
- 1-2-3 Seminar: Nilpotence, Gröbner Bases, and Hilbert Schemes (Leo Mayer, University of Washington) -
- Combinatorial Algebraic Geometry: Algebraic Curves, Dual Graphs, and Jacobians Thereof (Cameron Wright (University of Washington)) -
- Graduate Student Analysis Seminar: Limits and Geodesics in First Passage Percolation Models (Linhang Huang) -
- Transfer systems and model structures for combinatorialists (Kyle Ormsby, University of Washington) -
- Syzygies of adjoint linear series on projective varieties (Justin Lacini) -
- How often do equations have everywhere local solutions? (Nicholas Rome, University of Michigan) -
- 1-2-3 Seminar: Support and Structure (Justin Bloom, University of Washington) -
- Graduate Student Analysis Seminar: This lecture contains a lot of overlap (but not too much): A friendly introduction to the Kakeya problem (Ryan Bushling, University of Washington) -
- Problems around Combinatorial Graphs and Distance Geometry (Stefan Steinerberger, University of Washington) -
- Sharp Scattering Results for the Cubic Nonlinear Schrödinger Equation (Joint with IP seminar) (Jason Murphy (Missouri University of Science and Technology)) -
- Subdivisions of Shellable Complexes (Max Hlavacek, University of California Berkeley) -
- What are...slc and DB singularities? (Sándor Kovács) -
- Minimal surfaces, calibrations, and the special Lagrangian equation (Jacob Ogden, University of Washington) -
- Odd diagrams and patterns (Bridget Tenner, DePaul University) -
- Assembly in the Algebraic K-theory of Lawvere Theories (Anna Marie Bohmann, Vanderbilt) -
- Minimal model program for generalized pairs (Jihao Liu (Northwestern)) -
- TBA (Mona Merling, University of Pennsylvania) -
- Deformations of singularities, KSB stability, and flatness (Sándor Kovács (UW)) -
- Discrepancy and Energy on the Sphere (Michelle Mastrianni, University of Minnesota) -
- 3D plabic graphs and cluster structures on type A braid varieties (Melissa Sherman-Bennett, Massachusetts Institute of Technology) -
- A handy guide to building compact 3-manifolds from infinite-type surfaces (Marissa Loving, Wisconsin) -
- Lower bounds for the directional discrepancy (Michelle Mastrianni, University of Minnesota) -
- Kodaira dimension and hyperbolicity for smooth families of varieties (Sung-Gi Park (Harvard)) -
- Kodaira dimension and hyperbolicity for smooth families of varieties (Sung-Gi Park (Harvard)) -
- Analysis on Metric Graphs (Junaid Hasan, University of Washington) -
- 2-LC triangulated manifolds are exponentially many (Marta Pavelka, University of Miami) -
- The box-counting dimension in one-dimensional random geometry of multiplicative cascades (Sascha Troscheit, University of Oulu) -
- $K$-rings of wonderful varieties and matroids (Shiyue Li (Brown University)) -
- The Geodesic X-Ray Transform in a Nutshell (Kevin Tully, University of Washington) -
- On the anisotropy theorem of Papadakis and Petrotou (Elizabeth Xiao, University of British Columbia) -
- Deformations of pairs (Dori Bejleri (Harvard)) -
- An Introduction to Rectifiability, Part II: Projections (Ignacio Tejeda, University of Washington) -
- projUNN: efficient method for training deep networks with unitary matrices (Bobak Kiani (MIT)) -
- Enumerating interval graphs and d-representable complexes (Amzi Jeffs, Carnegie Mellon University) -
- Homotopical combinatorics (Kyle Ormsby, University of Washington / Reed College) -
- Exceptional sets of orthogonal projections: Classical results and current research (Ryan Bushling, University of Washington) -
- What is a model category? (Kyle Ormsby, University of Washington / Reed College) -
- A question of Mori and families of plane curves (Kristin DeVleming (UMass Amherst)) -
- An Introduction to Rectifiability, Part I: Tangents (Emily Casey, University of Washington) -
- Jobs Lunch (Sara Billey) -
- Hurwitz numbers via topological recursion (Reinier Kramer, University of Alberta) -
