Much Ado About Something: Why Lieb-Robinson bounds are useful
Bruno Nachtergaele, Robert Sims
TL;DR
This paper reviews the applications of Lieb-Robinson bounds, highlighting their significance in mathematical physics and providing insights into their utility across various theoretical contexts.
Contribution
It offers a concise overview of how Lieb-Robinson bounds are applied, emphasizing their importance and utility in mathematical physics.
Findings
Lieb-Robinson bounds establish effective light cones in quantum systems.
They are useful for understanding locality and information propagation.
The review clarifies their role for a broad readership.
Abstract
This is a short review on the applications of Lieb-Robinson bounds for a general readership of mathematical physicists.
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Taxonomy
TopicsQuantum many-body systems · Algebraic structures and combinatorial models · Advanced Operator Algebra Research