Quantum Brownian motion under generalized position measurements: a converse Zeno scenario

Quantum Brownian motion under generalized position measurements: a converse Zeno scenario

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We study the quantum Brownian motion of a harmonic oscillator undergoing a sequence of generalized position measurements.Our exact analytical results capture the interplay of Nail Powder the measurement backaction and dissipation.Here we demonstrate that no freeze-in Zeno effect occurs upon increasing the monitoring frequency.A similar behavior is also found in the presence of generalized Routers momentum measurements.