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Multi-photon states and their measurement

机译:多光子状态及其测量

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Generation of multi-photon states (such as, for instance, three- and four-photon states) is one of the most challenging problems of modern quantum optics. In many works, the authors claim to have produced such states by means of overlapping photon pairs generated in spontaneous parametric down-conversion (SPDC). Moreover, three- and four-photon states generated this way have been used for observing Greenberger-Horne-Zeilinger (GHZ) polarization states, testing Bell's inequalities for spin-1 quantum systems, preparing W-states, and other applications. In this paper, we show that the criterion for obtaining three- or four-photon states is the behavior of the corresponding normalized Glauber's correlation function. Calculations carried out for the case of SPDC, or even PDC in the stimulated regime, demonstrate that these processes are not capable of generating three- or four-photon states: photon statistics reveals typically two-photon behaviour. We suggest a method of measuring higher-order correlation functions in the pulsed regime, which allows one to study multi-photon correlations for these and many other processes.
机译:多光子状态的产生(例如,三和四光子状态)是现代量子光学系统中最具挑战性问题之一。在许多作品中,作者声称通过在自发参数下转换(SPDC)中产生的重叠光子对来产生这些状态。此外,这种方式产生的三和四光子状态已被用于观察Greenberger-Horne-Zeinger(GHz)偏振态,测试铃声的旋转1量子系统的不等式,制备W-STATION等应用。在本文中,我们表明,获得三个或四光子状态的标准是相应的归一化Glauber的相关函数的行为。为SPDC的情况进行计算,甚至在刺激的方案中甚至PDC,表明这些过程能够产生三个或四光子状态:光子统计显示通常是两光子行为。我们建议一种测量脉冲制度中的高阶相关函数的方法,其允许人们研究这些和许多其他过程的多光子相关性。

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