The Onsager Theorem and Beyond - Lecture Series
Explore advanced topics in fluid dynamics and differential geometry with renowned mathematician Camillo De Lellis, covering Onsager's theorem, Euler equations, and isometric embeddings.
Holomorphic-Topological Twists and Their Applications
Explore holomorphic-topological twists in supersymmetric quantum field theories, examining mathematical properties, formality results, categorical wall-crossing, and 't Hooft expansion approaches.
Irreducible Lattices in Semi-Simple Lie Groups of Higher Rank
Explore irreducible lattices in semi-simple Lie groups of higher rank and their properties in this advanced mathematical lecture by Sebastian Hurtado Salazar.
Mapping Class Groups of Infinite-Type Surfaces and Their Actions on Hyperbolic Graphs
Explore mapping class groups of infinite-type surfaces and their actions on hyperbolic graphs in this advanced mathematical lecture by Priyam Patel.
Complete Outer Lipschitz Classification of Complex Surface Singularities
Explore the complete outer Lipschitz classification of complex surface singularities in this advanced mathematical presentation by Anne Pichon.
Quivers, Flow Trees, and Log Curves
Explore the connection between Donaldson-Thomas invariants, attractor flow trees, and log Gromov-Witten invariants in quiver theory and toric geometry.
Quantum Error Correction: A Window to Complex Quantum States and Dynamics
Explore quantum error correction's impact on computing feasibility, gauge theories, and many-body physics. Discover connections to topological field theories, fracton physics, and Floquet dynamics.
Tokenization in Financial Services - FMSIG Mortgage Industry Update
Explore tokenization in financial services and blockchain's impact on mortgages. Gain insights from DLT architect Daniel Szegö and industry updates from FMSIG Mortgage Subgroup leaders.
Quantum Finite Elements: The Affine Projection for Lattice Field Theory on Curved Manifolds
Explore quantum finite elements and affine projections for lattice field theory on curved manifolds, focusing on Ising conformal field theory applications and potential extensions.
From Classical to Quantum Fields on Causal Sets
Explore algebraic classical and quantum field theory on causal sets, focusing on quantisation approaches and the Sorkin-Johnston state for free scalar fields, with potential applications to interacting fields.
A Simple Axiom for Euclidean Quantum Field Theory
Explore a concise mathematical definition of quantum field theory and its implications for physics through a categorical approach to Riemannian manifolds and Hilbert spaces.
Higher Differential Cohomology and Atiyah Connections - Part 2
Explore connections for principal bundles in higher categories, their relation to higher parallel transport, and generalised Atiyah sequence splittings.
Color Kinematics Duality and Homotopy Algebras
Explore tree-level BCJ color-kinematics duality, double copy, and L-infinity algebras, advancing to loop-level duality and BV-box algebra applications in mathematical physics.
Moduli Spaces of Flat Connections, BV Formalism and the Goldman-Turaev Lie Bialgebra
Explore moduli spaces of flat connections, BV formalism, and Goldman-Turaev Lie bialgebra in this advanced mathematical physics seminar.
Dirac Cohomology for Lie Superalgebras
Explore Lie superalgebras, cohomology, and Dirac operators, focusing on gl(m|n) case and connections between Lie algebra and Dirac cohomology.
T-duality as a Courant Algebroid Relation
Explore exact Courant algebroids, CA relations, and generalized metrics in this mathematical physics seminar, laying groundwork for Poisson-Lie T-duality discussions.
T-duality as a Courant Algebroid Relation - Part 2
Explore advanced T-duality concepts, including transverse generalized metrics, isometries, and compatible admissible splittings. Uncover existence conditions and equivalent statements in Courant algebroid relations.
BV Quantization of Noncommutative Field Theories
Explore BV quantization techniques for noncommutative field theories with expert Richard Szabo, delving into advanced mathematical physics concepts and their applications.
Conformal Boundaries of Minkowski Superspace and Their Super Cuts
Explore conformal boundaries of Minkowski superspace, examining points at infinity and their intersections with super null cones. Gain insights into superconformal geometry and its applications.
Characteristic Initial Data and Smoothness of Scri
Explore characteristic initial data and scri smoothness in general relativity, focusing on mathematical aspects and recent developments in the field.
Geometry of String Compactifications
Explore the geometry of string comparative actions in this advanced physics lecture by Lara Anderson, delving into complex mathematical concepts.