Logarithmic lightcones in the multiparticle Anderson model with sparse interactions
math-ph, cond-mat.dis-nn, math.MP, quant-ph
Submitted: 2025-09-02
Updated: 2026-09-26
Terminology
Sources
- Lieb-Schultz-Mattis in Higher Dimensions
- Bounds in Nonequilibrium Quantum Dynamics
- Speed limits and locality in many-body quantum dynamics
- Stability of slow Hamiltonian dynamics from Lieb-Robinson bounds
- A Lieb-Robinson bound for quantum spin chains with strong on-site impurities
- Quasi-Locality Bounds for Quantum Lattice Systems. Part I. Lieb-Robinson Bounds, Quasi-Local Maps, and Spectral Flow Automorphisms
- Dynamical Localization in Disordered Quantum Spin Systems
- Entanglement Dynamics of Disordered Quantum XY Chains
- An Introduction to the Mathematics of Anderson Localization
- Slow propagation of information on the random XXZ quantum spin chain
- Logarithmic light cone, slow entanglement growth, and quantum memory
- Dynamics of many-body localized systems: logarithmic lightcones and $\log \, t$-law of $\alpha$-R'enyi entropies
- Perturbations of continuum random Schr\"odinger operators with applications to Anderson orthogonality and the spectral shift function
- Topological phases and quantum computation
- Tightening the Lieb-Robinson Bound in Locally-Interacting Systems
- The dynamical $\alpha$-R'enyi entropies of local Hamiltonians grow at most linearly in time
- Simulating adiabatic evolution of gapped spin systems
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