Eigenvarieties and Completed Cohomology in p-adic Automorphic Forms
Explore connections between eigenvarieties and p-adic cohomology representation theory, focusing on p-adic families of finite slope automorphic eigenforms.
On Geometric Construction of Artin Representation
Explore Serre's conjecture on integer-valued functions and Q_l-rational representations of finite groups acting on regular local rings.
The Mysterious Kronecker Coefficients in Algebraic Combinatorics
Explore the enigmatic Kronecker coefficients, their significance in algebraic combinatorics, and recent developments in positivity, asymptotics, and computational complexity.
Non-Invertible Symmetries, Boundary Conditions, and Topological Field Theory
Explore non-invertible symmetries and boundary conditions in quantum field theories, focusing on 1+1d conformal field theories and their applications in various physics phenomena.
Weyl's Character Formula
Explore Weyl's Character Formula in mathematics, delving into its applications and significance in representation theory. Gain insights from expert Nigel Higson of Penn State University.
L^2 Cohomology of Buildings
Explore L^2 cohomology of buildings with Tadeusz Januszkiewicz, delving into advanced mathematical concepts and their applications in geometric group theory.
C*-Algebras of Classical and Quantum Groupoids - Part II
Explore advanced concepts in C*-algebras, focusing on classical and quantum groupoids. Delve into theoretical foundations and applications in mathematical physics.
Universal C*-algebras - Part 3
Explore advanced concepts in universal C*-algebras, delving into complex mathematical theories and applications in functional analysis.
Universal C*-algebras - Part II
Explore advanced concepts in universal C*-algebras, delving into theoretical foundations and applications in functional analysis and operator theory.
Algebras for Knots and Their Connections to Quiver Yangians
Explore quiver Yangian algebras, their representations, and connections to knots through the knot-quiver correspondence and gluing construction.
Introduction to Quiver BPS Algebras - Part 5
Explore quiver BPS algebras with Wei Li, delving into advanced mathematical concepts and their applications in theoretical physics and algebraic geometry.
Introduction to Quiver BPS Algebras - Part 4
Explore quiver BPS algebras with Wei Li, delving into advanced concepts and applications in mathematical physics and representation theory.
Introduction to Quiver BPS Algebras - Part 2
Explore advanced concepts of quiver BPS algebras, building on foundational knowledge to deepen understanding of this complex mathematical topic.
Introduction to Quiver BPS Algebras - Part 3
Explore advanced concepts in quiver BPS algebras, delving into complex mathematical theories and applications in theoretical physics.
Introduction to Quiver BPS Algebras - Part 1
Explore quiver BPS algebras with Wei Li, delving into fundamental concepts and theoretical foundations. Gain insights into this advanced mathematical topic.
Quivers, Nahm Sums and Hidden Symmetries in Knot Homologies - Part 2
Explore advanced concepts in knot theory, including quivers, Nahm sums, and hidden symmetries in knot homologies.
Quivers, Nahm Sums and Hidden Symmetries in Knot Homologies - Part 2
Explore advanced concepts in knot theory, including quivers, Nahm sums, and hidden symmetries in knot homologies.
Quivers, Nahm Sums and Hidden Symmetries in Knot Homologies - Part 1
Explore quivers, Nahm sums, and hidden symmetries in knot homologies with expert Dmitry Noshchenko in this advanced mathematics lecture.
Poisson Structures on Character Varieties
Explore Poisson structures on character varieties, examining maps between oriented surfaces and their impact on conjugacy classes of fundamental group representations into Lie groups.
Reducible but Indecomposable Representations in Mathematical Physics
Explore representation theory in non-unitary physical systems, focusing on reducible but indecomposable representations and their importance in statistical loop models and CFT.
Crystal Bases in Statistical Mechanics, Representation Theory and Combinatorics - Part II
Explore crystal base theory applications in symmetric functions and cyclic sieving through combinatorial crystal definitions in statistical mechanics and representation theory.