
Explore universal randomness in quantum dynamics, deep thermalization, and Hilbert-space ergodicity. Learn about applications in quantum information theory and experimental observations.

Explore local weak convergence in random constraint satisfaction problems with Princeton's Allan Sly, delving into advanced statistical mechanics concepts beyond two dimensions.

Explore Pfaffian relations in spin models, focusing on Ising models on planar graphs and their correlation functions. Discover insights into ferromagnetic spin models and graph simplifications.

Exploring correlation functions and bulk scaling limits in free boundary Schur process, with insights on new deformations of universal distributions in statistical mechanics.

Introduction to statistical data analysis and machine learning techniques for neutrino physics research, covering fundamental concepts and applications in experimental analysis.

Exploring noise in biological and artificial neural networks, its impact on computations, and new methods for analyzing stochastic network representations and trial-to-trial variability.

Explore statistical mechanics for robust sparse equation discovery and optimal sensor placement, with applications in nuclear digital twins and high-dimensional field reconstruction.

Explore determinantal and permanental point processes, fermionic and bosonic variables, and their connections to physics. Discover the fermionic Gaussian free field and its relation to random lattice models.

Explore patterns in randomness through physics experiments and discussions, fostering interconnected understanding and problem-solving skills for women pursuing physics careers.

Explore universality in dynamic processes using Drinfel'd twisters, examining long-time asymptotics and Tracy-Widom fluctuations through quantum group duality and asymptotic analysis.

Explore exact three- and four-point correlation functions in O(n) and Potts loop models, combining CFT symmetry, lattice discretization, and conformal bootstrap for insights into 2D conformally invariant systems.

Exploration of rotational invariance in planar random cluster models, discussing its applications and potential for new insights into critical models on Z^2.

Explore data assimilation in Earth sciences, focusing on dynamical systems and their applications in weather and climate modeling. Learn theoretical foundations and practical implementations.

Explore particle filters in data assimilation, a powerful technique for integrating observations and forecasts to estimate atmospheric states and uncertainties in weather and climate modeling.

Explore data assimilation techniques for operational weather forecasting, focusing on experiments conducted at NARL. Learn about integrating observations and short-range forecasts to improve atmospheric state estimation.

Explore modelling techniques for rainfall extremes and floods in Karnataka, focusing on data assimilation methods and their applications in weather and climate prediction.

Explore interacting Polya urns on graphs, their asymptotic behavior, and convergence to equilibrium in this statistical mechanics presentation by Omer Angel at UCLA's IPAM workshop.

Explore the percolative properties of random forests in the arboreal gas model, examining the formation of giant trees and its applications to branched polymer gelation.

Explores the emergence of macroscopic cycles in the interchange process on high-dimensional tori, proving convergence to Poisson-Dirichlet distribution for cycle lengths in dimensions 4 and above.

Explore advanced data assimilation theory, methods, and applications in weather and climate modeling. Gain insights into uncertainty estimation and remote sensing observation utilization.

Richard Kenyon explores the higher-rank dimer model, discussing GL(n) local systems, Kasteleyn operators, and n-multiwebs. He presents scaling limit results for SL(3) and their conformal invariance in this advanced mathematics talk.