Canonical commutation relations impose a lower bound of 1 (or 1/2 with parametric driving) on the sum of mode-optimal normalized quadrature variances in reservoir-engineered bosonic squeezing networks, saturated in the strong-coupling limit.
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A connected network model of TLS in amorphous solids predicts distinct mechanical loss frequency profiles compared to the isolated TLS model.
OREO is a numerically optimized protocol for direct estimation of arbitrary observables in quantum harmonic oscillators via mapping to an ancillary qubit in bosonic cQED.
Exceptional points in mechanically coupled gain-loss oscillators induce steady quantum phase synchronization and bipartite Gaussian entanglement above a critical driving power in the weak coupling regime.
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Quantum limits on squeezing
Canonical commutation relations impose a lower bound of 1 (or 1/2 with parametric driving) on the sum of mode-optimal normalized quadrature variances in reservoir-engineered bosonic squeezing networks, saturated in the strong-coupling limit.
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Connected Network Model for the Mechanical Loss of Amorphous Materials
A connected network model of TLS in amorphous solids predicts distinct mechanical loss frequency profiles compared to the isolated TLS model.
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Direct estimation of arbitrary observables of an oscillator
OREO is a numerically optimized protocol for direct estimation of arbitrary observables in quantum harmonic oscillators via mapping to an ancillary qubit in bosonic cQED.
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Exceptional point induced quantum phase synchronization and entanglement dynamics in mechanically coupled gain-loss oscillators
Exceptional points in mechanically coupled gain-loss oscillators induce steady quantum phase synchronization and bipartite Gaussian entanglement above a critical driving power in the weak coupling regime.