
Explores quantum field theory for exotic systems, focusing on fracton phases and subsystem symmetries. Discusses challenges to traditional beliefs and examines novel approaches in 2+1 and 3+1 dimensions.

Efficient method for constructing approximate classical descriptions of quantum states using minimal measurements, enabling prediction of multiple properties with system size-independent measurement requirements.

Explore chaotic many-body dynamics through exactly solved models, focusing on Floquet quantum spin chains and their connections to random matrix theory and entanglement dynamics.

Explore quantitative imaging techniques using AI/ML for analyzing large datasets of electron microscopy images, focusing on defect mapping in graphene and industrial catalyst studies.

Explore advanced techniques for capturing 3D atomic structures of non-crystalline materials, presented by UCLA's John Miao at IPAM's Computational Microscopy Tutorials.

Explores emergence of hypernetworks in weakly coupled oscillators, demonstrating through experiments and simulations how triplet interactions can arise from pairwise nonlinear coupling under specific frequency resonance conditions.

Explore cognitive effort through network theory, linking brain activity states, energy requirements, and entropy production. Gain insights into the biophysical nature of mental exertion and its implications for human behavior.

Explore biologically plausible models of swim center pattern generators in sea slugs, examining network-level bursting, stability mechanisms, and resilience to perturbations using dynamical systems and machine learning.

Explore optimal causation entropy for inferring coupling structures in complex systems, with applications to functional brain networks and comparisons to correlation-based methods.

Explore robust network reconstruction using ergodic basis pursuit, with applications in neuroscience and beyond. Discover innovative techniques for analyzing complex network dynamics from data.

Explore convex integration and mixing flows in hydrodynamics, focusing on the Muskat problem and alternative approaches to understanding fluid behavior in unstable regimes.

Explore new geometric applications of quantum field theory in this insightful talk by Andrew Neitzke, highlighting recent trends and challenges in mathematical sciences.

Explores noncommutative spectral geometry, its cosmological implications, scalar fields, and alternative definitions using zeta function regularization to address renormalizability and ultraviolet completeness.

Explore gapped quantum systems with Matthew Hastings, delving into advanced mathematical concepts and their applications in quantum physics and information theory.

Explore AI-driven methods for discovering novel superconductors, including data augmentation, ultra-fast machine-learning potentials, and symbolic regression to improve predictive equations for superconducting transition temperatures.

Explore X-ray micro-tomography at ALS and NERSC's "superfacility," enabling 3D micron-resolution imaging for diverse scientific applications, from earth science to biology, with advanced data processing workflows.

Explore machine learning techniques for atomic-scale modeling, addressing challenges in chemical diversity and integrating functional properties beyond interatomic potentials for advanced materials simulation.

Revolutionizing catalysis through automated multiscale modeling and active exploration of chemical space, accelerating material discovery and optimizing processes from first principles to reactor scale.

Explore high-dimensional data extraction and encoding in complex chemical systems, focusing on exascale computing opportunities, multiscale correlations, and challenges in feature selection and interpretability.

Explore computational workflows for predicting complex materials properties, from phase diagrams to nanostructures, using density functional theory and machine learning potentials.

Explore non-semisimple TQFTs and modified traces in topology, focusing on construction methods, invariants, and mapping class group representations derived from modular categories.