A quasiprobability measure on Liouvillian eigenmodes reveals that quantized orbits persist in doubled phase space for damped quantum oscillators, formulating semiclassical quantization for open systems.
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Saturation of bit-flip suppression in cat qubits originates from chaotic dynamics in memory-buffer interactions when adiabatic approximation breaks and cross-Kerr plus dephasing are present.
The paper reviews spectral properties of operators for open quantum evolution and recent theoretical and experimental work on distinguishing chaotic from integrable dissipative quantum systems.
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Extracting the physical content of Liouvillian eigenmodes: Semiclassical quantization
A quasiprobability measure on Liouvillian eigenmodes reveals that quantized orbits persist in doubled phase space for damped quantum oscillators, formulating semiclassical quantization for open systems.
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Bit flips, saturation, and quantum chaos in dissipative cat qubits
Saturation of bit-flip suppression in cat qubits originates from chaotic dynamics in memory-buffer interactions when adiabatic approximation breaks and cross-Kerr plus dephasing are present.
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What We Talk About When We Talk About Dissipative Quantum Chaos
The paper reviews spectral properties of operators for open quantum evolution and recent theoretical and experimental work on distinguishing chaotic from integrable dissipative quantum systems.