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This paper presents a new model that exhibits ergodicity breaking via Hilbert space fragmentation in a way that is provably robust to arbitrary perturbations, without restrictions on their range or geometry. The model relies on an emergent conservation law to freeze certain configurations in place. The paper proves that every frozen configuration is absolutely stable against arbitrary perturbations, to all orders of perturbation theory, regardless of the perturbations

Author

GB Raghavkrishna

Language

EN