Stochastic feedback controls the kicked top across regimes, with semiclassical methods capturing low moments while quantum effects appear in higher moments, and control causes rapid purification that quenches qubit encoding even without control.
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Fock-state lattices are built from Lie-algebra generators, linking their structure and dynamics to phase-space geometry and revealing when integrable Hamiltonians lack such an algebraic origin.
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Measurement and feedback-driven adaptive dynamics in the classical and quantum kicked top
Stochastic feedback controls the kicked top across regimes, with semiclassical methods capturing low moments while quantum effects appear in higher moments, and control causes rapid purification that quenches qubit encoding even without control.
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Algebraic structure of Fock-state lattices
Fock-state lattices are built from Lie-algebra generators, linking their structure and dynamics to phase-space geometry and revealing when integrable Hamiltonians lack such an algebraic origin.