T-Shift on Reduced Plabic Graphs and Legendrian Weaves
Explorez les T-shifts sur les graphes plabiques réduits et les tissages légendrien pour interpréter topologiquement la structure de cluster des strates positroïdes du grassmannien.
Newton-Okounkov Bodies and Minimal Models for Cluster Varieties
Explore Newton-Okounkov bodies construction for line bundles on cluster variety minimal models, with applications to Grassmannians and flag varieties. Examine connections to representation theory polytopes.
The Deep Locus of Cluster Varieties
Explore the deep locus of cluster varieties, focusing on finite types with full rank and specific infinite types. Gain insights into applications for homological mirror symmetry of Grassmannians.
Parabolic Hilbert Schemes and Rational Cherednik Algebras
Explore connections between symmetric group representations, rational Cherednik algebras, and parabolic Hilbert schemes. Gain insights into geometric constructions of irreducible modules using combinatorics and torus fixed points.
Similarities Between Representation Theories of Finite Groups in Positive Characteristic and Algebraic Supergroups
Explore similarities between representation theories of finite groups in positive characteristics and algebraic supergroups, including Sylow subgroups and Green correspondence for supergroups.
Monoidal Triangular Geometry with Applications to Representation Theory
Explorez la géométrie triangulaire monoïdale et ses applications à la théorie des représentations, en mettant l'accent sur les algèbres de Hopf de dimension finie et les catégories tensorielles finies.
Constructing Relatively Geometric Actions on CAT(0) Cube Complexes
Explorez la construction d'actions géométriques relatives sur des complexes cubiques CAT(0) et leurs applications à l'étude des groupes relativement hyperboliques.
Coxeter Groups are Biautomatic - Workshop on Cube Complexes and Combinatorial Geometry
Explore the biautomaticity of Coxeter groups and its implications for uniform lattices in building isometry groups. Gain insights from recent mathematical research.
The Method of Gauge Transform II
Explorez la méthode de transformation de jauge et son application aux problèmes spectraux périodiques et ergodiques avec Jeffrey Galkowski.
The Method of Gauge Transform - Periodic and Ergodic Spectral Problems
Explorez la méthode de transformation de jauge et ses applications dans les problèmes spectraux, en mettant l'accent sur les aspects mathématiques avancés et les techniques analytiques.
Quantitative Global Theory of One-Frequency Quasiperiodic Operators - Part II
Explorez la théorie quantitative globale des opérateurs quasipériodiques à une fréquence, en examinant la réductibilité et ses implications dans les problèmes spectraux.
Quantitative Global Theory of One-Frequency Quasiperiodic Operators - Part I
Explore quantitative global theory of one-frequency quasiperiodic operators, covering dynamic approaches, prototypical models, and applications in spectral problems.
The Nielsen Realization for Untwisted Automorphisms of Right-Angled Artin Groups
Explore Nielsen realization for untwisted automorphisms in right-angled Artin groups, focusing on finite subgroups and their fixed points in outer space.
Finite Quotients of Generic Free-by-Cyclic Groups
Explorez les groupes libres-par-cycliques et leurs quotients finis. Découvrez les résultats récents sur la distinction de ces groupes par leurs quotients finis dans le cadre de la géométrie combinatoire.
The Method of Gauge Transform - Lecture 4
Explorez la méthode de transformation de jauge et ses applications dans les problèmes spectraux périodiques et ergodiques avec Jeffrey Galkowski de l'University College London.
Canonical Colourings in Random Graphs
Explore canonical colourings in random graphs with Nina Kamčev, delving into extremal combinatorics, Ramsey theory, and asymptotic enumeration.
Recent Progress on the Erdos-Hajnal Conjecture
Explore recent advancements in the Erdos-Hajnal Conjecture with Oxford mathematician Alexander Scott, delving into extremal and probabilistic combinatorics and structural graph theory.
Hypergraph Decompositions and Their Applications
Explore hypergraph decompositions and their applications in combinatorics with Oxford Professor Peter Keevash, known for solving the Existence Conjecture for Combinatorial Designs.
Sharp Stability for the Brunn-Minkowski Inequality for Arbitrary Sets
Explore sharp stability in the Brunn-Minkowski inequality for arbitrary sets, delving into combinatorics and its connections with metric geometry and analysis.
Rainbow Thresholds in Graph Theory
Explore extremal combinatorics, graph theory, and theoretical computer science with Prof. Jie Han's insights on rainbow thresholds in mathematics.
Resolution of the Quadratic Littlewood-Offord Problem
Explore the resolution of the Quadratic Littlewood-Offord problem with expert Mathew Kwan, delving into combinatorics and its probabilistic connections.