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Singular Perturbation of Quantum Stochastic Differential Equations with Coupling Through an Oscillator Mode

机译:耦合的振动子模式的量子随机微分方程的奇摄动。

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摘要

We consider a physical system which is coupled indirectly to a Markovian resevoir through an oscillator mode. This is the case, for example, in the usual model of an atomic sample in a leaky optical cavity which is ubiquitous in quantum optics. In the strong coupling limit the oscillator can be eliminated entirely from the model, leaving an effective direct coupling between the system an the resevoir. Here we provide a mathematically rigorous treatment of this limit as a weak limit of the time evolution and observables on a suitably chosen exponential domain in Fock space. The resulting effective model may contain emission and absorption as well as scattering interactions.
机译:我们考虑通过振荡器模式间接耦合到马尔可夫后代的物理系统。例如在量子光学中普遍存在的泄漏光学腔中原子样品的常规模型中就是这种情况。在强耦合限制下,可以从模型中完全消除振荡器,从而在系统和存储库之间保持有效的直接耦合。在这里,我们提供了对此限制的数学严格处理,将其作为时间演化的弱限制,并在Fock空间中的适当选择的指数域上进行了观测。产生的有效模型可能包含发射和吸收以及散射相互作用。

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