Topology, Disorder, and Hydrodynamics in Non-equilibrium Quantum Matter

Topology, Disorder, and Hydrodynamics in Non-equilibrium Quantum Matter

Erwin Schrödinger International Institute for Mathematics and Physics (ESI) via YouTube Direct link

Benjamin Doyon - Emergent hydrodynamics in many-body systems

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1 of 20

Benjamin Doyon - Emergent hydrodynamics in many-body systems

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Classroom Contents

Topology, Disorder, and Hydrodynamics in Non-equilibrium Quantum Matter

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  1. 1 Benjamin Doyon - Emergent hydrodynamics in many-body systems
  2. 2 Immanuel Bloch - Quantum Gas Microscopy of Kardar-Parisi-Zhang Superdiffusion
  3. 3 Pasquale Calabrese - Quantum generalized hydrodynamics
  4. 4 Zoran Hadzibabic - Two sounds and turbulence in shaken 2D Bose gases
  5. 5 Isabelle Bouchoule - Losses in 1D Bose gases
  6. 6 Dmitry Abanin - Influence matrix approach to quantum many-body dynamics
  7. 7 Ivan Khaymovich - Localization beyond convergence of loc.expansion in correlated long-range systems
  8. 8 Monika Aidelsburger - Non-ergodicity and emergent Hilbert-space fragmentation
  9. 9 Rahul Nandkishore - Fracton dynamics
  10. 10 Frank Pollmann - Efficient Simulation of Quantum Transport in 1D
  11. 11 Jens H Bardarson - Time-evolution of local information: thermalization dynamics of local observables
  12. 12 Zala Lenarcic - Extracting complexity of quantum dynamics using machine learning
  13. 13 Jacopo De Nardis - Subdiffusive hydrodynamics of nearly-integrable anisotropic spin chains
  14. 14 Marco Schiro - Unraveling Quantum Many Body Dynamics
  15. 15 Philipp Dumitrescu - Dynamic phases in quasiperiodically driven quantum many-body systems
  16. 16 Matteo Ippoliti - Monitored quantum dynamics via spacetime duality
  17. 17 Gil Refael - Topological two frequency conversion in doubly driven Weyl semimetal
  18. 18 Maximilian Pruefer - Probing emergent universal phenomena with one-dimensional Bose gases
  19. 19 Sarang Gopalakrishnan - Entanglement transitions and symmetries
  20. 20 Wen Wei Ho - Exact emergent quantum state designs from quantum chaotic dynamics

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