Scalable spin squeezing on random graphs requires spectral dimension control or sub-criticality, emerging from xy-ferromagnetic and percolation universality interplay.
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Derives closed formulas for absorption probabilities of two-state coined quantum walks on a line with sinks at ±N in the large-N limit, for fixed starting position or fixed distance from one sink.
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Robust spin-squeezing with random interaction graphs: the lesson from universality
Scalable spin squeezing on random graphs requires spectral dimension control or sub-criticality, emerging from xy-ferromagnetic and percolation universality interplay.
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Quantum Walk on a Line with Absorbing Boundaries
Derives closed formulas for absorption probabilities of two-state coined quantum walks on a line with sinks at ±N in the large-N limit, for fixed starting position or fixed distance from one sink.