
Explore phase transitions in combinatorial structures, from physics-inspired concepts to discrete systems, with rigorous analysis of rapid transformations.

Explore spectral properties of Levy Fokker-Planck equations in this mathematical conference talk by Maria del Mar González at CIRM.

Explore advanced mathematical concepts in non-exchangeable integrate and fire systems, focusing on mean-field limits and their applications in particle systems and collective behavior.

Explorez les événements rares affectant le climat et le système énergétique, en examinant leurs impacts et implications pour la planification et la gestion des ressources.

Exploring the fundamental laws governing cyberspace dynamics through statistical physics and dynamical systems theory, with insights from hardware architectures and operating systems.

Explore cell type-specific vulnerability in traumatic brain injury, focusing on hippocampal damage and its impact on neural stem cells and cognitive impairment.

Explore particle methods for measure optimization, focusing on theoretical foundations and practical applications in data science and machine learning.

Explore the 30-year evolution of connections between statistical physics and machine learning, offering insights into their intertwined development and future implications.

Explore language contact dynamics through mathematical modeling, focusing on preference-based interactions and their impact on linguistic evolution.

Explore information-theoretic metrics for analyzing higher-order interactions in complex networks, focusing on graph theory applications and advanced analytical techniques.

Explore first-order convex optimization, covering gradient descent, complexity, smoothness, and Nesterov's accelerated algorithm. Gain insights into theoretical foundations and practical applications in machine learning.

Explore homological percolation, analyzing giant cycles in random structures and their phase transitions. Learn to differentiate signal from noise in persistence diagrams and discover connections to Euler characteristic curves.

Explore entropy methods for hypocoercive equations, focusing on BGK and Fokker-Planck models. Learn about decay rates, auxiliary functionals, and regularization techniques in non-symmetric systems.

Explore advanced random matrix theory concepts, including complex quaternionic matrices, rotationally invariant ensembles, and applications to disordered systems in this in-depth lecture.

Explore advanced random matrix theory concepts, including Gaussian ensembles, coarse-graining techniques, and the Wigner semi-circular law in this comprehensive lecture.

Explore quantum field theory's role as the universal language of physics, its applications, limitations, and potential reformulation in this insightful talk by Nathan Seiberg.

Explore hidden patterns in seemingly random events through examples of Random Walk, Brownian Motion, Statistical Physics, and a card trick. Gain insights into physicists' and mathematicians' approaches.

Explore approximate message passing techniques for statistical inference and estimation, focusing on applications in machine learning and data analysis.

Exploring cohomological methods to quantify statistical interactions in datasets, linking information theory, statistical physics, and machine learning for improved data analysis and interpretation.

Explore stochastic processes in this advanced lecture, covering key concepts and applications in statistical physics for graduate-level students and researchers.

Explore the fascinating connection between number theory and physics, focusing on the Riemann Hypothesis and its relation to Brownian motion through statistical physics perspectives.