A generalized Ding-Zhuang argument proves persistence of long-range order under weak disorder for any d≥3 lattice system satisfying a Peierls condition and a local symmetry condition.
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The stability of long-range order in disordered systems: A generalized Ding-Zhuang argument
A generalized Ding-Zhuang argument proves persistence of long-range order under weak disorder for any d≥3 lattice system satisfying a Peierls condition and a local symmetry condition.