A unitary analogue of the Rosenzweig-Porter ensemble is defined through Dyson Brownian motion and shown numerically to share eigenvalue and eigenstate statistics with the original ensemble.
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A qudit-native framework for discrete time crystals reveals multilevel dynamical mechanisms that stabilize higher-order subharmonic responses and enable concurrent 2T/3T phases in spin-1, spin-3/2, and spin-2 systems.
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Circular Rosenzweig-Porter random matrix ensemble
A unitary analogue of the Rosenzweig-Porter ensemble is defined through Dyson Brownian motion and shown numerically to share eigenvalue and eigenstate statistics with the original ensemble.
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A Qudit-native Framework for Discrete Time Crystals
A qudit-native framework for discrete time crystals reveals multilevel dynamical mechanisms that stabilize higher-order subharmonic responses and enable concurrent 2T/3T phases in spin-1, spin-3/2, and spin-2 systems.