Spacetime Correlations of the Classical Toda Chain in Thermal Equilibrium
Explore spacetime correlations in the classical Toda chain, comparing molecular dynamics simulations with Landau-Lifshitz theory predictions based on generalized hydrodynamics.
Generalised Hydrodynamics for Classical Particle Systems
Explore generalised hydrodynamics in classical particle systems, focusing on asymptotic coordinates mapping and its applications in integrable systems like box-ball and Toda.
Integrability of Box-Ball Systems and Randomized Box-Ball Systems - Part 1
Explorez l'intégrabilité des systèmes de boîtes à boules et leurs versions aléatoires. Découvrez les liens avec la théorie des cristaux, l'ansatz de Bethe et l'ultradiscrétisation dans ce domaine fascinant des mathématiques.
Box-Ball Systems: Reviews and Recent Developments - Lecture 1
Explore box-ball systems' integrability, combinatorial Yang-Baxter equation, and generalizations. Delve into Kirillov-Reshetikhin crystals and recent developments in boundary conditions.
Invariant Measures for KPZ Systems with Boundaries
Explore invariant measures for KPZ systems with boundaries in this mathematical workshop presentation by Ivan Corwin.
Polynuclear Growth and the Toda Lattice
Explore polynuclear growth models in KPZ universality, examining integrable Markov processes and determinantal formulas governed by the non-Abelian 2D Toda lattice.
Direct and Inverse Scattering for the Ultradiscrete KdV Equation
Explore direct and inverse scattering methods for solving the ultradiscrete KdV equation, including the Takahashi-Satsuma Box & Ball system, using Darboux transformations and eigenfunctions.
Viewpoints Brought by the Box and Ball System
Explore the box and ball system's evolution from cellular automaton to integrable system, examining its applications in traffic flow, pattern formation, and chaos through ultradiscretization and max-plus representations.
Large Coupling Limits of Integrable Spin Chains
Explore dynamics of integrable spin chains, focusing on XXZ chain and Hubbard model. Examine large coupling limits and emerging effective theories in various physical situations.
Onsager Algebras in Quantum Lattice Models
Explore Onsager algebras in quantum lattice models, their role in exactly solvable systems, and recent developments in integrable quantum physics.
Diagonalization of Heun-Askey-Wilson Operator Leonard Pairs and Algebraic Bethe Ansatz
Explore diagonalization of Heun-Askey-Wilson operators using Leonard pairs and algebraic Bethe ansatz. Delve into eigenstates, Bethe equations, T-Q relations, and connections to Askey-Wilson polynomials.
Duality, Onsager Algebra and Ising-Type Structures in Root-of-Unity Six-Vertex Models
Explore duality, Onsager algebra, and Ising-type structures in root-of-unity six-vertex models. Uncover connections between quantum group representations and symmetries in integrable systems.
New Solutions to the Tetrahedron Equation Associated with Quantized Six-Vertex Models
Explore new solutions to the tetrahedron equation RLLL = LLLR, focusing on quantized six-vertex models and their connections to q-oscillator and q-Weyl algebras.
Exact Results in Non-Equilibrium Statistical Mechanics - Part IV
Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Learn how integrability techniques yield exact solutions in nonequilibrium physics.
Exact Results in Non-Equilibrium Statistical Mechanics - Part III
Explore advanced concepts in non-equilibrium statistical mechanics, including Work Identities, Fluctuation Theorem, and Macroscopic Fluctuation Theory. Discover how integrability techniques yield exact solutions in nonequilibrium physics.
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.
Lifting Hamiltonian Torus Actions to Integrable Systems
Explore finite dimensional integrability in mathematical physics, focusing on lifting Hamiltonian torus actions to integrable systems.
Quantum Circuits Assisted by LOCC - Transformations & Phases of Matter - Lorenzo Piroli (ENS Paris)
Explores quantum circuits with LOCC, focusing on transformations and phases of matter. Presents recent advances in integrable models from mathematical physics, condensed-matter physics, and string theory.
Single Shot Quantum Error Correction - Alex Kubica
Explores single shot quantum error correction techniques, focusing on recent advances and applications in noisy intermediate-scale quantum systems. Presented by Amazon researcher Alex Kubica.
Learning Entanglement in Quantum Simulation - Peter Zoller
Exploración de entrelazamiento cuántico en simulaciones, destacando avances recientes y aplicaciones en física de la materia condensada, teoría de cuerdas y sistemas cuánticos ruidosos de escala intermedia.
Quantum Computing with Trapped Ions - Crystal Noel
Explore trapped ion quantum computing: principles, recent advancements, and potential applications. Learn about this promising quantum technology from an expert in the field.