Cohomological Hall Algebras of Zero-Dimensional Sheaves on Surfaces and the P=W Conjecture
Explore cohomological Hall algebras of 2CY categories, focusing on zero-dimensional sheaves on surfaces and their role in proving the P=W conjecture for character varieties.
Landau Singularities from Whitney Stratifications
Explore Landau singularities through Whitney stratifications, delving into advanced mathematical concepts and their applications in theoretical physics.
Resummation of Negative Geometries
Explore advanced concepts in negative geometries resummation, delving into complex mathematical theories and their applications in theoretical physics.
Quantum Spin Chains and Symmetric Functions: Connections to Representation Theory and Combinatorics
Explore quantum spin chains' connections to representation theory, combinatorics, and algebraic geometry through quantum integrability and symmetric functions.
Quillen Metrics and Applications - Part 2
Explorez les métriques de Quillen et leurs applications dans cette conférence approfondie sur les cartes jaugées, les vortex et leurs moduli.
Gravitating Vortices, Cosmic Strings, and the Kähler-Yang-Mills Equations
Explore gravitating vortices, cosmic strings, and Kähler--Yang--Mills theory in this advanced physics lecture on gauged maps and their moduli spaces.
Liouville Theory: From Segal's Axioms to Conformal Blocks - 2023
Explorez la théorie de Liouville, des axiomes de Segal aux blocs conformes, dans cette conférence approfondie sur la physique théorique et la géométrie conforme.
Exploring the Interior of N=1 Field Spaces - Landscapia
Explore the interior of N=1 field spaces in string theory, delving into the Landscapia framework and its implications for theoretical physics.
String Universality and Classification of String Vacua - Landscapia
Explore string universality and classification of string vacua in this advanced physics lecture by Miguel Montero, delving into complex theoretical concepts.
State Spaces of 3D Supersymmetric Gauge Theories and the Geometry of Vortices
Explore 3D supersymmetric gauge theories, focusing on state spaces and vortex geometry in gauged maps and their moduli.
Tadpole and Moduli in Type IIB on the 1(9) Landau-Ginzburg Model - Landscapia
Explore tadpole and moduli concepts in Type IIB string theory, focusing on the 1(9) Landau-Ginzburg model within the context of Landscapia.
Quantum Geometry of Fuchsian Systems - Lecture 1
Explore quantum geometry of Fuchsian systems, delving into advanced mathematical concepts and their applications in theoretical physics.
Graphs, Hurwitz Numbers and Commuting Operators
Explorez les graphes, les nombres de Hurwitz et les opérateurs commutatifs. Découvrez les relations généralisées de coupe-jonction et leur lien avec les opérateurs différentiels multivariables.
Belavin-Drinfeld Quantum Groups - Survey and Future Directions
Explore Belavin-Drinfeld quantum groups, their deformations, and connections to semi-simple algebraic Poisson groups. Survey current knowledge, conjectures, and future research directions in this field.
Fermionic Forms in Logarithmic Vertex Operator Algebras and BPS Quivers
Explore connections between quantum groups, vertex algebras, and quiver representations. Uncover new insights into fermionic forms and their applications in representation theory and enumerative geometry.
Combinatorial Quantization and BV Structures of Moduli of Flat Connections - Part 1
Explore quantization of moduli spaces through combinatorial methods and BV structures, focusing on flat connections in mathematical physics.
Quantum Analytic Langlands - Quantisation of Moduli Spaces
Explore quantisation of moduli spaces through diverse perspectives, delving into the intricacies of Quantum Analytic Langlands theory.
Integrable Birational Discretisations from a 3D Generalisation of QRT
Explore finite dimensional integrability in mathematical physics through 3D generalizations of QRT and integrable birational discretizations.
The Center of the Small Quantum Group and Affine Springer Fibers
Explore representation theory through quantum groups and affine Springer fibers, focusing on the center of small quantum groups.
Сагайдачні многовиди - Лекція 1
Dive into the mathematical world of Nakajima quiver varieties, exploring their construction, relationship with self-duality equations, and examining the Grassmannian example in theoretical physics.
Локалізаційне обчислення інтегралів на симплектичних многовидах
Dive into advanced mathematical physics concepts focusing on computing integrals over symplectic manifolds, Duistermaat-Heckman theorem, and its applications to instanton moduli spaces.