Various Incarnations of the Affine Hecke Category
Explorez les différentes incarnations de la catégorie de Hecke affine dans le cadre de la théorie des représentations quantiques.
Quantum Category O vs Affine Hecke Category - Lecture 1
Explore quantum category O and affine Hecke category in representation theory with Yale University's I. Losev at the Quantum Topobology Biennial.
Categorified Traces and Colored SL_2 Knot Homology
Explore categorified traces and colored SL_2 knot homology in quantum topology, focusing on representation theory applications.
From Representation Theory to Topology: There and Back Again
Explorez les liens fascinants entre la théorie des représentations et la topologie quantique dans cette conférence approfondie.
Aha and Eha in Quantum Topology Representation Theory
Explore representation theory in quantum topology with A. Negut from MIT, delving into Aha and Eha concepts during this insightful lecture.
Soergel Bimodules, Matrix Factorizations and Hilbert Schemes
Explore Soergel bimodules, matrix factorizations, and Hilbert schemes in quantum topology, focusing on representation theory applications.
Representation Theory for Categorical Symmetries in Quantum Field Theory
Explore representation theory for categorical symmetries in quantum field theory, focusing on advanced mathematical concepts and their applications.
Representation Theory for Categorical Symmetries in Quantum Field Theory
Explore categorical symmetries in quantum field theory, focusing on representation theory and its applications in advanced physics concepts.
Topological Recursion and Quantum Curves
Explore quantisation of moduli spaces through topological recursion and quantum curves with expert B. Eynard from IPHT CEA Saclay.
Topological Recursion, Resurgence and BPS Structure
Explore quantisation of moduli spaces through topological recursion, resurgence, and BPS structure with K. Iwaki from the University of Tokyo.
Turaev-Viro-Barrett-Westbury State Sums with Defects
Explore Turaev-Viro-Barrett-Westbury state sums with defects in quantum field theory, presented by C. Meusburger from Friedrich-Alexander-Universität.
Nijenhuis Geometry Symmetries, Conservation Laws and Applications to Geodesically Equivalent Metrics
Explore Nijenhuis Geometry symmetries, conservation laws, and their applications to geodesically equivalent metrics. Gain insights from A. Bolsinov's expert perspective.
Nonequilibrium Thermodynamics as a Symplecto-Contact Reduction and Relative Information Entropy
Explore nonequilibrium thermodynamics through symplecto-contact reduction and relative information entropy. Gain insights from Y. G Oh's research at IBS and Postech.
KAM Tori for the Nonlinear Klein-Gordon Equation in the Non-Relativistic Limit
Explore effective theories in classical and quantum particle systems, focusing on KAM tori for the Nonlinear Klein Gordon equation in the non-relativistic limit.
Geodesic Levy Flight and Foraging Hypothesis - Analytic Techniques in Dynamics and Geometry
Explore analytic techniques in dynamics and geometry, focusing on geodesic Levy flight and the foraging hypothesis. Gain insights into Brownian motion and geometric operators.
On the Integrability of the Airy Kernel and Beyond
Explore integrability of the Airy kernel and related mathematical concepts in this advanced mathematical analysis presentation by Sofia Tarricone.
Introduction to Topological Recursion - Lecture 4
Explore advanced concepts in topological recursion, delving into complex mathematical theories and applications in quantum field theory and geometry.
Introduction to Topological Recursion - Lecture 3
Explore advanced concepts in topological recursion, delving into complex mathematical theories and applications in this comprehensive lecture series.
Introduction to Topological Recursion - Lecture 2
Explore advanced concepts in topological recursion, delving into mathematical theories and applications. Gain insights into complex mathematical structures and their relationships.
Introduction to Topological Recursion - Lecture 1
Explore fundamental concepts and applications of topological recursion in mathematics, focusing on its role in geometry, physics, and combinatorics.
Components of Meandric Systems and the Infinite Noodle
Explore meandric systems and the infinite noodle concept, delving into mathematical components and their implications in combinatorial theory.