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arXiv 0806.3182quant-ph
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非经典可再现纠缠的动力学

Dynamics of Non Classically Reproducible Entanglement

Bruno Bellomo, Rosario Lo Franco, Giuseppe Compagno

摘要:

我们调查的量子关联的二分系统的影响下,环境的记忆,是不可重现的确定性,由经典的本地隐藏变量模型。为了这个目的,我们比较了贝尔不等式的动态与纠缠,作为衡量的并发。我们发现时间区域时,贝尔不等式不违反,即使在对应的高值的并发(高达$\approx 0.8$)。我们还建议,这些结果可以通过采用最近的实验光学装置的修改来观察。这些发现表明,即使是高度纠缠的系统也不能在需要量子关联的非经典再现性的情况下被确定地利用。

英文摘要:

We investigate when the quantum correlations of a bipartite system, under the influence of environments with memory, are not reproducible with certainty by a classical local hidden variable model. To this purpose, we compare the dynamics of a Bell inequality with that of entanglement, as measured by concurrence. We find time regions when Bell inequality is not violated even in correspondence to high values of concurrence (up to $\approx 0.8$). We also suggest that these results may be observed by adopting a modification of a recent experimental optical setup. These findings indicate that even highly entangled systems cannot be exploited with certainty in contexts where the non classical reproducibility of quantum correlations is required.

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