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Workshop Women in Topology
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- Julie Bergner: Direct proofs of properties and structures of model structures for (∞, 1)-categories
- Lisbeth Fajstrup: Directed homotopy and homology theory, with an eye towards applications
- Cary Malkiewich, Kathleen Ponto: Connections between K-theory and fixed point invariants
- Emily Riehl: Foundations of (∞, 2) -category theory
- Brooke Shipley: Applications of monoidal model categories of spectra
- Nathalie Wahl: Homological Stability
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Workshop Geometric functional analysis and applications
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- Ronen Eldan: On Gaussian-width gradient complexity and mean-field behavior of interacting particle systems and random graphs.
- Michel Ledoux: On optimal matching of Gaussian samples
- Sergey Bobkov: Renyi divergence and the central limit theorem
- Alice Guionnet: Asymptotics in discrete Beta-ensembles
- Sourav Chatterjee: Rigidity of the 3D hierarchical Coulomb gas
- Grigoris Paouris: Refinements of Gaussian concentration for norms
- Gilles Pisier: Subgaussian and lacunary uniformly bounded orthonormal systems
- Shiri Artstein: Billiards and Caustics
- Dario Cordero-Erausquin: On matrix-valued log-concave functions
- Artem Zvavitch: Bezout Inequality for Mixed volumes
- Monika Ludwig: Hessian Valuations
- Oded Regev: A Reverse Minkowski Theorem
- Jelani Nelson: Optimality of the Johnson-Lindenstrauss lemma
- Santosh Vempala: Progress on the KLS Conjecture
- Yin Tat Lee: Convergence of Hamiltonian Monte Carlo and Faster Polytope Volume Computation
- Ramon Van Handel: The dimension-free structure of nonhomogeneous random matrices
- Alexander Litvak: The smallest singular value of a $d$-regular random square matrix
- Radoslaw Adamczak: On the convex Poincaré inequality and weak transportation inequalities
- Konstantin Tikhomirov: Invertibility via distance for random matrices with continuous distributions
- Apostolos Giannopoulos: Uniform cover inequalities for the volume of coordinate sections and projections of convex bodies
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Seminar Writing Seminar
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Workshop Geometric and topological combinatorics: Modern techniques and methods
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- Xue (Gaku) Liu: A counterexample to the extension space conjecture for realizable oriented matroids
- Michelle Wachs: Recent developments on chromatic quasisymmetric functions
- Florian Frick: Intersections of finite sets: geometry and topology
- Katharina Jochemko: Combinatorial positive valuations
- Annie Raymond: Symmetric Sums of Squares over k-Subset Hypercubes
- Bruno Benedetti: Mogami triangulations
- Caroline Klivans: The geometry of scheduling
- Eran Nevo: Around the lower bound theorem for polytope
- Lauren Williams: Combinatorics of the Tree Amplituhedron
- Hugh Thomas: Unwinding The Amplituhedron
- Cynthia Vinzant: Hyperbolicity, determinants, and reciprocal linear spaces
- Igor Pak: Complexity of counting integer points
- Laura Escobar: Bott-Samelson varieties and combinatorics
- Federico Ardila: Moving a robotic arm in a tunnel
- Alexander Postnikov: Triangulations of root polytopes and Tutte polynomials
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Seminar GFA Main Seminar: Hamming Cube and Martingales: Isoperimetric Problems, "Duality" By Legandre Transform, and Degenerate Monge-Ampère Equation
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Seminar GFA Main Seminar: Hamming Cube and Martingales: Isoperimetric Problems, "Duality" By Legandre Transform, and Degenerate Monge-Ampère Equation
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Seminar GFA Main Seminar: Hamming Cube and Martingales: Isoperimetric Problems, "Duality" By Legandre Transform, and Degenerate Monge-Ampère Equation
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Seminar GFA Main Seminar: Hamming Cube and Martingales: Isoperimetric Problems, "Duality" By Legandre Transform, and Degenerate Monge-Ampère Equation
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Seminar GTC Graduate Seminar: Applying for Jobs, Interviews, and the Transition to Life as a Faculty Member
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Workshop Introductory Workshop: Geometric and Topological Combinatorics
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- Federico Ardila: Matroids and Tropical Geometry
- Josephine Yu: Polynomial equations and polyhedra
- Francisco Santos Leal: Unimodualr triangulations of lattice polytopes
- Raman Sanyal: Order, geometrically
- Satyan Devadoss: Shape of Associativity
- Eran Nevo: f-vectors of polytopes and simplicial complexes, part I: results and problems
- Martina Juhnke-Kubitzke: f-vectors of simplicial complexes and polytopes, part II: methods
- Fu Liu: Ehrhart positivity
- Liam Solus: Ehrhart Unimodality and Simplices for Numeral Systems
- Günter Ziegler: Equivariant Methods in Discrete Geometry: Problems and Progress
- Pablo Soberón: Linear versions of Tverberg's theorem: Progress and problems
- Nathan Linial: Hypertrees
- Matthew Kahle: Random Simplicial Complexes
- Kathryn Nyman: Cutting Cakes with Combinatorial Fixed Point Theorems
- Samuel Fiorini: Linear lifts and nonnegative factorizations
- João Gouveia: Positive semidefinite lifts and factorizations
- Cynthia Vinzant: Spectrahedra
- Janos Pach: The Crossing Lemma Revisited
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Workshop Connections for Women Workshop: Geometric and Topological Combinatorics
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- Rekha Thomas: The Slack Realization Space of a Polytope
- Francis Su: Voting in Agreeable Societies
- Patricia Hersh: Shellability of uncrossing posets and the CW poset property
- Caroline Klivans: On the connectivity of three-dimensional tilings
- Isabella Novik: Lower bound theorems for manifolds and balanced manifolds
- Imre Barany: Tverberg plus minus
- Josephine Yu: Chow Betti numbers of hypersimplices and related topics
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Workshop Introductory Workshop: phenomena in high dimensions
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- Apostolos Giannopoulos: Geometry of isotropic convex bodies
- Roman Vershynin: Deviations of random matrices and applications
- Elchanan Mossel: Mixing in product spaces
- Monika Ludwig: Geometric classification
- Ramon Van Handel: Gaussian convexity
- Shiri Artstein: Brunn-Minkowski theory, functionalization of geometric notions and inequalities 1. Volume inequalities
- Elchanan Mossel: Mixing in product spaces
- Apostolos Giannopoulos: Geometry of isotropic convex bodies
- Monika Ludwig: Geometric classification
- Roman Vershynin: Deviations of random matrices and applications
- Elchanan Mossel: Mixing in product spaces
- Apostolos Giannopoulos: Geometry of isotropic convex bodies
- Ramon Van Handel: Gaussian convexity
- Shiri Artstein: Brunn-Minkowski theory, functionalization of geometric notions and inequalities 2. Duality and Central symmetry
- Shiri Artstein: Brunn-Minkowski theory, functionalization of geometric notions and inequalities 3. Covering numbers
- Roman Vershynin: Deviations of random matrices and applications
- Monika Ludwig: Geometric classification
- Ramon Van Handel: Gaussian convexity
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Workshop Connections for Women: geometry and probability in high dimensions
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- Monika Ludwig: Tensor valuations on lattice polytopes
- Elizabeth Meckes: Concentration of measure on the orthogonal group and high-dimensional geometry
- Galyna Livshyts: Uniqueness of a smooth convex body with uniform cone volume measure in the neighborhood of a ball
- Olga Maleva: Cone unrectifiable sets and non-differentiability of real-valued Lipschitz functions
- Susanna Dann: FLAG AREA MEASURES
- Tai Melcher: Abstract Wiener groups