Research
Temporal Complexity Hierarchies in Solvable Quantum Many-Body Dynamics
feeds.aps.org · By He-Ran Wang, Ilya Vilkoviskiy & Dmitry A. Abanin ·
The Brief
- Researchers establish a framework based on geometric group theory to classify the temporal computational complexity of solvable quantum many-body dynamics.
- The framework also classifies the quantum memory structures of these dynamics.
- The work is published in Phys. Rev. X 16, 041041 by He-Ran Wang, Ilya Vilkoviskiy and Dmitry A. Abanin.
Why it matters
It offers a classification scheme that links geometric group theory to the computational complexity and memory structure of time evolution in solvable quantum many-body systems.
Who’s affected
- researchers in quantum many-body physics
- researchers in quantum computation and complexity theory
- #quantum many-body dynamics
- #geometric group theory
- #computational complexity
- #quantum memory
- #solvable models
Author(s): He-Ran Wang, Ilya Vilkoviskiy, and Dmitry A. Abanin Researchers establish a framework based on geometric group theory to classify the temporal computational complexity and quantum memory structures of solvable quantum many-body dynamics. [Phys. Rev. X 16, 041041]…
Timeline
Framework published in Phys. Rev. X 16, 041041
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Temporal Complexity Hierarchies in Solvable Quantum Many-Body Dynamics