Integrable Sigma Models at RG Fixed Points - Quantisation as Affine Gaudin Models
Explores recent advances in integrable models, focusing on quantization as affine Gaudin models. Covers topics from mathematical physics, condensed matter, and string theory, offering insights for researchers across various backgrounds.
The Spectrum of Ramond-Ramond AdS3-CFT2 - Alessandro Sfondrini
Explore the spectrum of Ramond-Ramond AdS3/CFT2 in this advanced theoretical physics talk, delving into integrable structures and recent developments in string theory and mathematical physics.
On the Classification of UV Completions of Integrable TTbar Deformations of CFT - Changrim Ahn
Explores UV completions of integrable TTbar deformations in CFT, discussing recent advances in mathematical physics, condensed matter, and string theory within the context of integrable models.
Integrable Domain Walls in ABJM Theory - Charlotte Kristjansen
Explore integrable domain walls in ABJM theory with Charlotte Kristjansen. This talk delves into recent advances in mathematical physics, condensed-matter physics, and string theory, focusing on integrable models and structures.
Integrability in One Dimensional Classical Non-Equilibrium Statistical Mechanical Models
Explore integrability in one-dimensional classical non-equilibrium statistical mechanical models with Tomohiro Sasamoto. Gain insights into recent advances and applications in mathematical physics and condensed matter theory.
Integrability of Conformal Symmetry - Volker Schomerus
Explore recent advances in integrable models across mathematical physics, condensed-matter physics, and string theory, focusing on conformal symmetry and its applications in various fields.
Designing Ru-Based Quantum Spin Liquid Candidates and Beyond - Microscopic Modelling and Experimental Signatures
Explore Ru-based quantum spin liquid candidates through microscopic modeling and experimental signatures. Gain insights into designing and understanding complex quantum magnetic materials.
Disorder and Entanglement in Quantum Magnets - Itamar Kimchi
Explores recent advancements in quantum magnetism, focusing on disorder and entanglement. Discusses emergent phenomena, topological states, and challenges in understanding complex magnetic materials and their collective behaviors.
Toda Lattice, Billiards & the Viterbo Conjecture
Exploração da relação entre o reticulado de Toda, bilhares e a conjectura de Viterbo, com foco em sistemas integráveis e transformações simpléticas de produtos lagrangianos.
Geometry, Statistical Mechanics, and Integrability - IPAM at UCLA Spring 2024 Program
Explore connections between geometry, statistical mechanics, and integrability in this interdisciplinary program. Uncover links between probability theory, combinatorics, and various geometric structures.
KPZ Physics in Integrable Spin Chains
Explores KPZ physics in integrable spin chains, examining quantum matter stability and non-equilibrium dynamics. Discusses mechanisms constraining many-body dynamics and their implications for novel quantum phases.
Arctic Curves for Vertex Models
Exploration of arctic curves in 2D integrable lattice models, focusing on 6 Vertex and 20 Vertex models. Discusses phase boundaries, tangent method, and related combinatorial results in tiling problems.
Vertex Model Integrability for Stochastic Particle Systems
Explore integrable stochastic particle systems and their connection to vertex models. Learn about TASEP, Yang-Baxter equations, and applications in mathematics and biology.
Compact Formula for Symmetric Macdonald Polynomials via ASEP and TAZRP
Explore connections between particle models and Macdonald polynomials, unveiling a new compact tableau formula with applications in probability and integrable systems.
The Squish Map and the SL_2 Double-Dimer Model
Explore measure-preserving maps between dimer models on hexagon lattices, connecting single and double-dimer models for insights into partition functions and plane partition enumeration.
Matrix Model for Structure Constants of Huge Protected Operators in N=4 SYM Theory
Explore matrix model representations for protected correlation functions of huge operators in N=4 SYM theory, unveiling connections to integrable hydrodynamics and Calogero-Moser models.
Gelfand-Cetlin Analogues in Integrable Systems
Explore Gelfand-Cetlin analogues in integrable systems with Lisa Jeffrey, delving into advanced mathematical concepts and their applications in toric topology.
Lifting Torus Actions to Integrable Systems
Explore the mathematical concept of lifting torus actions to integrable systems, delving into advanced topics in Hamiltonian geometry and dynamical systems.
Coulomb Branches of Orthosymplectic Quiver Gauge Theories
Explore orthosymplectic quiver gauge theories, focusing on Coulomb branches, Higgs branches, and integrable systems with expert Hiraku Nakajima.
Coulomb Branches of 3D N=4 SUSY Gauge Theories and Bow Varieties - Part 1
Explore Coulomb branches in 3d N=4 supersymmetric gauge theories and their connection to bow varieties, covering key concepts, technical points, and applications in integrable systems.
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.