A single local impurity in an integrable lattice produces a singular Lyapunov spectrum with exponentially localized leading Lyapunov vectors, while leaving KPZ spin transport unchanged.
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Local integrability breaking and exponential localization of leading Lyapunov vectors
A single local impurity in an integrable lattice produces a singular Lyapunov spectrum with exponentially localized leading Lyapunov vectors, while leaving KPZ spin transport unchanged.