Topological Recursion, Virasoro-W-Algebra Constraints, and Kontsevich-Soibelman
Explore Virasoro and W-algebra constraints in topological recursion, Kontsevich-Soibelman operators, and their connection to Conformal Field Theory in this advanced mathematics lecture.
Extension of Bershadsky-Polyakov Type Algebras
Explore toroidal shifted algebras and deformed W-algebras, focusing on extensions of Bershadsky-Polyakov type algebras in quantum symmetries.
Affine W-algebras - Lecture 4
Explore affine W-algebras construction via quantum Hamiltonian reduction. Delve into vertex algebra theory, Virasoro minimal models, and tensor categories of W-algebra representations.
W-algebras and Lax Operators - Lecture 5
Explore finite W-algebras, twisted Yangians, and Lax operators. Investigate relationships between these mathematical structures in quantum algebra and integrable systems.
W-algebras and Lax Operators - Lecture 3
Explore finite W-algebras, twisted Yangians, and Lax operators. Investigate relationships between these mathematical structures using advanced algebraic techniques.
Vertex Operator Algebras and Integrable Systems - Lecture 2
Delve into advanced mathematical concepts of vertex operator algebras, screening methods, W-algebras, and their applications in geometric Langlands theory and integrable systems with Boris Feigin.
W-Algebras and Bethe Ansatz in 2D CFT
Explore W-algebras and Bethe ansatz techniques in two-dimensional conformal field theory, uncovering their intricate connections and applications in theoretical physics.
Gauge Origami and Quiver W-algebras
Explore gauge origami and quiver W-algebras with Taro Kimura, delving into advanced mathematical concepts and their applications in theoretical physics.
W-algebras and Lax Operators - Lecture 1
Explore finite W-algebras, twisted Yangians, and Lax operators. Investigate relationships between these mathematical structures using advanced algebraic techniques.
Can Cencov Meet Petz - Unifying Classical and Quantum Information Geometry
Explore the unification of Cencov's and Petz's theorems through W*-algebra formulations of classical and quantum information geometry.
Infinite Algebras and Intertwining Networks for Calogero Models
Explore infinite algebras and intertwining networks in Calogero models, focusing on symmetric observables, W algebras, and newly discovered vertical intertwiners for multi-particle systems.
Bethe Ansatz in 2D Conformal Field Theory
Explore Bethe ansatz equations in 2D conformal field theory, examining their relation to W algebras and affine Yangian symmetry. Gain insights into quantum integrability beyond Virasoro algebra.
Koszul Duality on Quantizations of Bionic Symplectic Varieties
Explore Koszul duality in quantizations of bionic symplectic varieties, focusing on localization theorems, DQ-modules, and geometric category O. Gain insights into recent advancements in filtered Koszul duality.
Representation Theory for Finite W-algebras
Delve into advanced representation theory, exploring Whittaker reduction, finite W-algebras, and their connection to Lie algebras through geometric and algebraic perspectives.
Construction of Finite W-algebras and Slodowy Slice Quantization
Delve into advanced mathematical concepts of Slodowy slices, nilpotent orbits, and finite W-algebras, exploring their construction, Poisson structures, and quantization methods in semisimple Lie algebras.
Semi-infinite Cohomology and BRST Complex in W-algebras
Delve into advanced mathematical concepts of semi-infinite cohomology, exploring W-algebras through BRST resolution and discovering connections to Tate Lie algebra and Zhu's algebra theory.
W-algebras and Whittaker Categories - Talk 51
Delve into advanced mathematical concepts exploring W-algebras, Whittaker categories, and Kac-Moody algebras, with applications in affine Skryabin theorem and categorical Feign Frenkel duality.