Reset-induced entanglement phase transitions in measurement-free random quantum circuits are continuous for d=2 with second-order characteristics, unlike large-d classical expectations.
Vasseur, Les houches lectures on random quantum circuits and monitored quantum dynamics (2026), arXiv:2602.17258 [quant-ph]
3 Pith papers cite this work, alongside 1 external citations. Polarity classification is still indexing.
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In U(1)-symmetric monitored random circuits, symmetry-breaking measurements drive the entanglement transition to the non-symmetric universality class and keep the charge correlation length finite at any measurement rate.
The paper identifies a postselection-free ballistic-diffusive transition in the transient dynamics of periodically monitored spin-1/2 XXZ chains that is linked to the steady-state entanglement phase transition.
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Continuous Reset-Induced Phase Transition in Measurement-Free Random Quantum Circuits
Reset-induced entanglement phase transitions in measurement-free random quantum circuits are continuous for d=2 with second-order characteristics, unlike large-d classical expectations.
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Universality of Measurement-Induced Criticality under Symmetry-Breaking Measurements
In U(1)-symmetric monitored random circuits, symmetry-breaking measurements drive the entanglement transition to the non-symmetric universality class and keep the charge correlation length finite at any measurement rate.
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Postselection-free ballistic-diffusive transition in monitored spin chains
The paper identifies a postselection-free ballistic-diffusive transition in the transient dynamics of periodically monitored spin-1/2 XXZ chains that is linked to the steady-state entanglement phase transition.