Homological Mirror Symmetry for Log Calabi-Yau Surfaces - Ailsa Keating
Explore homological mirror symmetry for log Calabi-Yau surfaces, constructing mirror Landau-Ginzburg models and examining connections to SYZ fibrations and related works in algebraic geometry.
TQFTs From Non-Semisimple Modular Categories and Modified Traces - Marco de Renzi
Explore advanced TQFTs, non-semisimple modular categories, and modified traces in topology. Learn about cutting-edge techniques for studying 3-manifolds and mapping class group representations.
TQFTs from Non-Semisimple Modular Categories and Modified Traces - Lecture I
Explore advanced topological quantum field theories, focusing on non-semisimple constructions and modified traces for powerful invariants and mapping class group representations.
Eduardo Gonzalez- Quantum Cohomology, Seidel Elements, Shift Operators & Coulomb Branches
Explore advanced mathematical concepts in quantum cohomology, Seidel elements, and Coulomb branches. Discover the interplay between equivariant cohomology and symplectic homology in Lie group manifolds.
Vertex Algebras and Associated Varieties - Lecture 2
Explore vertex algebras and associated varieties in this advanced lecture, delving into modern representation theory and its connections to mathematics and physics.
Holomorphic Discs of Negative Maslov Index and Extended Deformations in Mirror Symmetry
Explore holomorphic discs of negative Maslov index and their impact on mirror symmetry, focusing on extended deformations of Landau-Ginzburg models and family Floer theory in complex geometry.
Fourier Analysis of Equivariant Quantum Cohomology II - 1-27-2024
Explore advanced concepts in Fourier analysis and equivariant quantum cohomology, building on previous research in homological mirror symmetry and mathematical physics.
Fourier Analysis of Equivariant Quantum Cohomology - Lecture 3
Explore Fourier analysis of equivariant quantum cohomology, focusing on D-module versions, Teleman's conjecture, and applications to projective bundles and blowups.
Knot Theory in Mathematics and AI Applications
Explore the fascinating world of knot theory and its connections to mathematics and AI in this engaging talk by Ernesto Lupercio from CINVESTAV.
Introduction to Chern Simons Theory and Topology
Explore Chern Simons Theory and its connections to topology with renowned physicist Edward Witten in this advanced workshop on quantum information and physics.
TQFTs and the Renaissance of the Algebraic Topology of Manifolds
Explore the resurgence of algebraic topology in manifold studies, focusing on Topological Quantum Field Theories and their impact on modern mathematical research.
Integrability in Gauge and String Theory - New Approach to Strongly Coupled N=4 SYM via Integrability
Explore a novel approach to strongly coupled N=4 supersymmetric Yang-Mills theory using integrability techniques in gauge and string theory.
Integrability and AdS/CFT - Class 3
Explore advanced concepts in integrability and AdS/CFT correspondence with expert Konstantin Zarembo in this in-depth lecture from the Holography@25 School.
Integrability and AdS/CFT - Class 4
Explore advanced concepts in integrability and AdS/CFT correspondence with expert Konstantin Zarembo in this final lecture of the series.
Integrability and AdS/CFT - Class 1
Explore integrability and AdS/CFT correspondence in this advanced physics lecture, part of a series on holography and string theory.
Commutative Algebra and Algebraic Geometry - 15th ALGA Meeting
Explore mirror symmetry, curve counting, and Landau-Ginzburg models in algebraic geometry. Delve into advanced mathematical concepts with expert insights from Tyler Kelly's ALGA conference talk.
Locality Galois Group of Meromorphic Germs in Several Variables
Explore the structure of meromorphic germs in several variables through locality algebras, focusing on multiple zeta functions and Feynman integrals. Discover applications in analytic renormalisation.
Scalar Quantum Fields on 4-Dimensional Noncommutative Geometry
Explore milestones in renormalisable and solvable scalar QFT models on 4D noncommutative geometry, reflecting on a 25-year collaboration.
Noncommutative U(1) Gauge Theory in the Semiclassical Limit
Explore U(1) gauge theory on Poisson manifolds as a semiclassical limit of noncommutative spacetimes. Examine gauge potentials, transformations, and symplectic realizations in Poisson electrodynamics.
The Feynman Propagator and Self-Adjointness in Wave Operators - Lecture
Explore Feynman and anti-Feynman inverses for wave operators on Lorentzian manifolds, connecting to self-adjointness and positivity properties of wave operators.
Spectral Theory of Stationary Spacetimes - Lecture 4
Explore advanced concepts in spectral theory applied to stationary spacetimes, delving into mathematical relativity and its implications for understanding spacetime structures.