Hardware demonstration of nonequilibrium steady states via stochastic mid-circuit measurements and resets on a superconducting quantum processor for the interacting Floquet transverse-field Ising model.
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4 Pith papers cite this work. Polarity classification is still indexing.
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Pith papers citing it
years
2026 4verdicts
UNVERDICTED 4representative citing papers
A new β-tridiagonal matrix process with OU diagonals and CIR off-diagonals has exact time-dependent eigenvalue distributions; its simultaneous stochastic resetting version has a stationary eigenvalue joint law identical to resetting Dyson Brownian motion for arbitrary β>0.
Confinement alters dynamically emergent correlations from common resets in Brownian particles, producing non-monotonic correlations and broad fluctuations in box confinement versus monotonic behavior in harmonic confinement, with three universality classes for general alpha.
The paper maps exit statistics of M Brownian particles with global resetting in an absorbing interval to Mth-order moment equations of a stochastic diffusion equation with resetting, deriving BVPs for joint splitting probabilities and solving for M=2 correlations.
citing papers explorer
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Nonequilibrium steady states induced by stochastic mid-circuit measurements and resets on a quantum computer
Hardware demonstration of nonequilibrium steady states via stochastic mid-circuit measurements and resets on a superconducting quantum processor for the interacting Floquet transverse-field Ising model.
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A tridiagonal matrix-valued process with stochastic resetting for arbitrary Dyson index $\beta>0$
A new β-tridiagonal matrix process with OU diagonals and CIR off-diagonals has exact time-dependent eigenvalue distributions; its simultaneous stochastic resetting version has a stationary eigenvalue joint law identical to resetting Dyson Brownian motion for arbitrary β>0.
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Effects of confinement in a Brownian gas with simultaneous stochastic resetting and dynamically emergent correlations
Confinement alters dynamically emergent correlations from common resets in Brownian particles, producing non-monotonic correlations and broad fluctuations in box confinement versus monotonic behavior in harmonic confinement, with three universality classes for general alpha.
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Global resetting and emergent correlations: exit statistics in an interval
The paper maps exit statistics of M Brownian particles with global resetting in an absorbing interval to Mth-order moment equations of a stochastic diffusion equation with resetting, deriving BVPs for joint splitting probabilities and solving for M=2 correlations.