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Paper detail

Locality Estimates for Quantum Spin Systems

We review some recent results that express or rely on the locality properties of the dynamics of quantum spin systems. In particular, we present a slightly sharper version of the recently obtained Lieb-Robinson bound on the group velocity for such systems on a large class of metric graphs. Using this bound we provide expressions of the quasi-locality of the dynamics in various forms, present a proof of the Exponential Clustering Theorem, and discuss a multi-dimensional Lieb-Schultz-Mattis Theorem.

preprint2007arXivOpen access
Bruno NachtergaeleRobert Sims
cond-mat.stat-mechmath-phmath.MPquant-ph
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Bruno NachtergaeleRobert Sims

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