Lieb-Robinson bound (source code)

= Lieb-Robinson bound
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A Lieb-Robinson bound limits the commutator of initially separated local observables by $\lVert[A(t),B]\rVert\leq C\lVert A\rVert\lVert B\rVert e^{-\mu(d-v|t|)}$. It gives local lattice dynamics an effective causal cone with Lieb-Robinson velocity $v$.