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Quantum entanglement growth under random unitary dynamics
Adam Nahum
,
Jonathan Ruhman
, Sagar Vijay
, Jeongwan Haah
Massachusetts Institute of Technology
University of Oxford
University of California at Santa Barbara
Research output
:
Contribution to journal
›
Article
›
peer-review
685
Scopus citations
Overview
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Keyphrases
Entanglement
100%
Quantum Entanglement
100%
Random Unitary Dynamics
100%
Tsunami
25%
Kardar-Parisi-Zhang Equation
25%
Minimal Cut
25%
Holography
12%
Time Dependence
12%
Stochastic Model
12%
Domain Walls
12%
Spatially Correlated
12%
Quantum Physics
12%
Entanglement Entropy
12%
Many-body Systems
12%
Leading Order
12%
Non-equilibrium
12%
High Dimension
12%
Universal Behavior
12%
Hamiltonian Systems
12%
Quantum Quenches
12%
Ordering Time
12%
Dependent Noise
12%
Kardar-Parisi-Zhang Universality Class
12%
Random Quantum Circuits
12%
Universal Structure
12%
Evolution with Time
12%
Hamiltonian Evolution
12%
Evolution Map
12%
Entanglement Evolution
12%
Hydrodynamic Problem
12%
Membrane Wall
12%
Growing Surfaces
12%
Physics
Quantum Physics
100%
Quantum Entanglement
100%
Holography
100%
Domain Wall
100%
Time Dependence
100%
Pinning
100%