
Explore critical phenomena in the Ising model, a powerful tool for understanding cooperative phenomena in statistical physics, with insights on recent progress in three and four dimensions.

Explore supersymmetric black holes, superconformal index, and AdS/CFT phases. Delve into entropy calculations, matrix integrals, and competing free energies in quantum gravity and string theory.

Explore the foundations of statistical mechanics and its ability to predict macroscopic system behavior with renowned physicist Joel Lebowitz. Gain insights into Gibbs ensembles and their applications.

Explore phonon scattering spectroscopy, from theory to experiments. Discover non-equilibrium heat conduction, quasiballistic transport, and surface scattering in thin films. Gain insights into cutting-edge thermal conductivity research.

Explores hydrodynamic scale in integrable classical many-body systems, covering generalized free energy, CMV matrices, and operator image. Offers insights into non-equilibrium physics and universality classes.

Explore thermalization in quantum chromodynamics, focusing on ab initio approaches and interdisciplinary connections. Discover universal phenomena and the effectiveness of hydrodynamics in various physical systems.

Explore universal dynamics and non-thermal fixed points in many-body physics, covering topics like random defect models, deformation solutions, and scaling analysis in isolated systems and condensates.

Exploring non-equilibrium dynamics in dipole- and higher-moment conserving systems, focusing on universal behaviors, fractal excitations, and novel phases of matter far from equilibrium.

Explore statistical approaches to understanding dilute gas dynamics with mathematician Laure Saint-Raymond in this insightful lecture on advanced mathematical physics concepts.

Explore scaling limits and universality in statistical mechanics, focusing on non-planar Ising models and interacting dimers. Gain insights into critical phenomena and macroscopic behavior of interacting systems.

Explore the convergence of a dilute gas to the fluctuating Boltzmann equation, examining empirical measure fluctuations and their convergence to a Gaussian process for short and long time periods.

Explore statistical mechanics applied to biological networks, focusing on information processing and self-organization in living systems. Gain insights from leading experts in physics, mathematics, and biology.

Explore statistical learning theory and Ising models, focusing on sample complexity and efficient algorithms for learning in high-dimensional settings.

Explore geometric RSK correspondence, polymer partition functions, and their connections to discrete Gibbs fields in this advanced mathematics lecture by Ivan Corwin.

Explore turbulence through statistical mechanics, covering energy cascades, Kolmogorov's hypotheses, and connections to phase transitions. Learn about predator-prey dynamics in pipe flow and directed percolation in laminar-turbulent transitions.

Explore mesoscopic aspects of classical transport, covering equilibrium models, time reversal, entropy, and non-equilibrium states. Gain insights into fluctuations in nonequilibrium systems and their applications.

Explore non-equilibrium dynamics of inhomogeneous fluids, focusing on colloidal particles in binary solvents. Learn about phase transitions, critical points, and phenomena like coalescence, nucleation, and aging.

Explore entropy's role in self-assembly, from hard sphere systems to DNA-coated colloids. Learn about phase transitions, depletion forces, and shape-dependent interactions in soft matter physics.

Explore entropy's evolving concept, from disorder measure to complex systems driver. Gain insights on self-assembly, cell recognition, and phoretic transport in nanoscale phenomena.

Explore replica symmetry breaking in spin glasses, covering key concepts, models, and experimental results. Gain insights into Parisi's Nobel Prize-winning work and its significance in statistical mechanics.

Nobel laureate Giorgio Parisi explores the chronology of his groundbreaking research, spanning quantum field theory, statistical mechanics, and complex systems, revealing the interconnections in his diverse scientific contributions.