Strongly Coupled Quantum and Classical Systems and Zeno's Effect
arXiv:hep-th/9309112 · doi:10.1016/0375-9601(93)90454-8
Abstract
A model interaction between a two-state quantum system and a classical switching device is analysed and shown to lead to the quantum Zeno effect for large values of the coupling constant k . A minimal piecewise deterministic random process compatible with the Liouville equation is described, and it is shown that 1/k can be interpreted as the jump frequency of the classical device
9 pages
Cited by in corpus (24)
- Quantum Zeno dynamics: mathematical and physical aspects
- Control of decoherence: analysis and comparison of three different strategies
- Projection Postulate and Atomic Quantum Zeno Effect
- On Quantum Jumps, Events and Spontaneous Localization Models
- Event-Enhanced Quantum Theory And Piecewise Deterministic Dynamics
- Understanding the quantum Zeno effect
- Quantum Zeno Effect and Light-Dark Periods for a Single Atom
- Topics in Quantum Dynamics
- The classical-quantum limit
- Reflection and Transmission in a Neutron-Spin Test of the Quantum Zeno Effect
- Van Hove's "λ^2 t" limit in nonrelativistic and relativistic field-theoretical models
- Particle Tracks, Events and Quantum Theory
- Zeno Dynamics in Quantum Statistical Mechanics
- Gravity, Quantum Fields and Quantum Information: Problems with classical channel and stochastic theories
- Classical and Quantum Intertwine
- Zeno dynamics and constraints
- Effectively classical quantum states for open systems
- From Quantum Probabilities to Classical Facts
- Laser Pulses as Measurements. Application to the Quantum Zeno Effect
- Mathematics of the Quantum Zeno Effect
- Completely Mixing Quantum Open Systems and Quantum Fractals
- Schrödinger and related equations as Hamiltonian systems, manifolds of second-order tensors and new ideas of nonlinearity in quantum mechanics
- Quantum Jumps, EEQT and the Five Platonic Fractals
- A Way Out of the Quantum Trap