
Explores measurement-induced phase transitions in fermion systems, discussing quantum dynamics, phase diagrams, and analytical approaches. Highlights non-equilibrium universality in many-body physics and its implications.

Explores non-equilibrium many-body physics, focusing on superdiffusion, subdiffusion, and integrability in quantum systems. Discusses the XXZ spin chain and integrability-breaking, providing insights into transport phenomena and diffusion.

Explore non-equilibrium many-body physics, focusing on universal aspects and novel phases of matter beyond equilibrium paradigms. Discover connections between statistical physics, AMO, condensed matter, and high-energy physics.

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 quantum simulators and non-equilibrium many-body physics in optical lattices using sound. Discover novel phases of matter, universality classes, and connections between diverse fields of physics.

Explores topological pumping in strongly correlated quantum systems, focusing on experimental results with dysprosium atoms in optical lattices and their implications for prethermal states and quantum scars.

Explore time-crystalline eigenstate order in quantum systems, covering many-body phases, Floquet time crystals, and experimental challenges using Google's Sycamore Device.

Explores inelastic photon scattering in Josephson junctions near the Schmid transition, examining dissipative environments, circuit QED applications, and experimental observations in long junction arrays.

Explore non-ergodicity and Hilbert-space fragmentation in tilted Fermi-Hubbard chains, covering theoretical concepts, simulations, and experimental results in quantum systems away from equilibrium.

Explore spin and energy hydrodynamics in low-dimensional materials, focusing on transport and energy conversion in quantum systems away from equilibrium. Gain insights into recent advances and experimental applications.

Explores quantum Brownian motion in magnetic systems, discussing transport and energy conversion in non-equilibrium quantum systems, with applications in statistical and condensed matter physics.

Explore quantum transport and energy conversion in non-equilibrium systems, covering recent advances in cold atoms, thermoelectric effects, and experimental techniques for studying quantum phenomena.

Explores quantum heat transport via microwave photons, discussing thermoelectric phenomena, thermal conductance, and applications in superconducting qubits and quantum thermodynamics.

Explore quantum impulse control and its applications in transporting wavefunctions, featuring insights on adiabatic theorem and practical examples for efficient energy conversion in quantum systems.

Explore topological frequency conversion in quantum systems, covering time-driven systems, Bernoulli models, and experimental protocols. Gain insights into transport and energy conversion in non-equilibrium quantum physics.

Explore the Tolman-Eichenbaum Machine, a computational model unifying memory and spatial navigation in the hippocampus. Learn about its architecture, performance, and implications for neuroscience.

Explore deep learning applications in structural biology and protein design, focusing on AlphaFold2 and emerging methods for visualizing proteins and creating novel ones for therapeutic use.

Explores recent advancements in representing and computing ground states of 1D quantum systems efficiently using concepts from quantum computation and information theory.

Explores hydrodynamic stability theory, focusing on laminar flow instability and turbulence transition at high Reynolds numbers. Discusses key physical effects and recent progress in linear inviscid damping and enhanced dissipation for shear flows.

Explore ultrametricity in spin glass models with Dmitry Panchenko, delving into mathematical concepts and their applications in statistical physics and complex 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.