量子失重神经元的纠缠动力学

F. M. P. Neto, W. R. Oliveira, A. J. D. Silva, Teresa B Ludermir
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引用次数: 2

摘要

我们研究了量子失重神经元(qRAM)关于纠缠的动力学。以前的工作是使用量子提取算子(QEO)来迭代qRAM。使用QEO,尽管整体输出量子态可能纠缠,但qRAM输出通道可以反馈或迭代。这里使用了两个度量来进行定量分析:冯·诺伊曼熵和纠缠熵。我们发现当使用QEO时,纠缠会受到干扰甚至增加。相比之下,相干反馈下纠缠态保持不变。结果表明,QEO产生了更多样化的动力学,可以看作是一个环境相互作用算子,但不具有衰减性质。对熵和纠缠动力学进行了描述性分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Entanglement Dynamics of the Quantum Weightless Neuron
We investigate the dynamics of the quantum weightless neuron (qRAM) regarding entanglement. Previous works used a quantum extractor operator (QEO) to iterate the qRAM. With the QEO the qRAM output channel can be fed back or iterated despite possible entanglement of the overall output quantum state. Two measures are used here for the quantitative analysis: von Neummann entropy and entanglement entropy. We find that entanglement is disturbed and even increased when the QEO is used. In contrast entanglement stays unchanged under coherent feedback. The results indicate that QEO produces a more diverse dynamics and can be viewed as an environment interaction operator but not with decaying properties. A descriptive analyse of the entropy and entanglement dynamics is presented.
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