Rough Paths for Physicists - Lecture 2
Explore advanced mathematical concepts in rough path theory, focusing on applications in physics and stochastic analysis.
Rough Paths for Physicists - Lecture 1
Explore rough paths theory in physics, covering iterated integrals, control differential equations, and applications to one-dimensional objects.
An Exact Solution of the Macroscopic Fluctuation Theory
Explore an exact solution to Macroscopic Fluctuation Theory equations for exclusion processes using inverse scattering, revealing insights into non-equilibrium large deviations.
Quantum Chaos and Eigenstate Thermalization - Lecture 4
Explore quantum chaos, eigenstate thermalization, and their applications in spin systems. Delve into entropy, symmetries, and classical limits in quantum dynamics.
Quantum Chaos and Eigenstate Thermalization - Lecture 2
Explore quantum chaos, eigenstate thermalization, and their extensions to non-classical systems like Ising and Heisenberg spins. Delve into entropy, symmetries, and alternative theories.
Quantum Chaos and Eigenstate Thermalization - Lecture 3
Explore quantum chaos, eigenstate thermalization, and their applications in various systems, including spin systems and classical limits.
On the Influence of Boundary Conditions on the Critical Behaviour of the Staggered Six-Vertex Model
Explore critical behavior in staggered six-vertex models, focusing on boundary condition effects and integrability in condensed matter physics and quantum field theory.
Agebc Bethe Ansatz for the Open XXZ Spin Chain with Non-Diagonal Boundary Terms via Uq(sl2) Symmetry
Explore the Agebc Bethe ansatz for open XXZ spin chains, focusing on non-diagonal boundary terms and Uqsl2 symmetry in condensed matter physics.
Geometrical Web Models in Integrability and Condensed Matter Physics - Lecture 1
Explore integrability in condensed matter physics and quantum field theory through geometrical web models, gaining insights from cutting-edge research.
An Ising-Type Formulation of the Six-Vertex Model
Explore integrability in condensed matter physics and quantum field theory through an Ising-type formulation of the six-vertex model.
Mean-Field Disordered Systems and Hamilton-Jacobi Equation
Explore mean-field disordered systems and their connection to Hamilton-Jacobi equations in this advanced physics workshop by J.C Mourrat.
Introduction to Quantum Integrability - Lecture 3 of 5
Explore quantum integrability concepts, focusing on advanced topics and theoretical foundations in this comprehensive lecture series.
Introduction to Quantum Integrability - Lecture 1
Explore quantum integrability fundamentals with Jules Lamers in this comprehensive lecture, part of a five-part series delving into advanced concepts and applications.
Exactly Solvable 2D Conformal Field Theory - Lecture 3 Part 1
Explore advanced concepts in two-dimensional conformal field theory with a focus on exactly solvable models in this in-depth lecture recording.
Exactly Solvable 2D Conformal Field Theory - Lecture 3 Part 2
Explore advanced concepts in exactly solvable 2D conformal field theory, focusing on specific techniques and applications in theoretical physics.
BMS and All That - Lecture 1
Explore Brownian motion and stochastic processes in this comprehensive lecture, delving into mathematical foundations and applications in physics and finance.
Exactly Solvable 2D Conformal Field Theory - Lecture 1 of 6
Explore fundamental concepts and techniques of exactly solvable 2D conformal field theories in this comprehensive lecture series.
Bootstrapping the Long-Range Ising Model - 2024
Explore bootstrapping techniques for the long-range Ising model, examining its applications and implications in statistical physics and critical phenomena.
Eigenstate Thermalization in Quantum Many-Body Systems
Explore eigenstate thermalization in quantum many-body systems, delving into advanced concepts and their implications for statistical mechanics.
Integrability and Mathematical/Theoretical Physics
Explore integrability in mathematical and theoretical physics with Didina Serban, delving into advanced concepts and their applications in modern research.
Statistical Physics of Optimal Transport
Explore statistical physics principles applied to optimal transport problems, unraveling complex systems through mathematical modeling and analysis.