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Analysis of Negativity and Relative Entropy of Entanglement measures for qubit-qutrit Quantum Communication systems

机译:量子比特量子通信系统纠缠测度的负性和相对熵分析

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Quantum Computers are provisioned as very high performance computers using quantum mechanical aspects for information processing. Quantum Information Theory and Quantum Computing topics are really popular topics in academia aiming the construction of theoretical background of Quantum Computers. The information processing units for Quantum Computers are defined as qubits but for some problems three level (trinary) systems may be applied as well. We call these three level systems as qutrits. The scope of this work is the analysis of well-defined entanglement measures Negativity and Relative Entropy of Entanglement (REE) [1-5] for qubit-qutrit quantum systems. In this manner, for randomly generated 1000 qubit-qutrit and 1000 two qubit states the mentioned measures are calculated and these values are compared. These comparisons are analyzed and for quantum state ordering problem, very interesting results are reported.
机译:量子计算机被配置为使用量子力学方面进行信息处理的超高性能计算机。量子信息理论和量子计算主题是学术界真正流行的主题,旨在构建量子计算机的理论背景。量子计算机的信息处理单元定义为量子位,但对于某些问题,也可以使用三级(三级)系统。我们将这三个级别的系统称为Qutrit。这项工作的范围是对量子位量子系统的明确定义的纠缠测度负值和缠结相对熵(REE)[1-5]进行分析。以这种方式,对于随机生成的1000个qubit-qutrit和1000个两个qubit状态,将计算出上述度量并比较这些值。分析了这些比较,并针对量子态有序问题报告了非常有趣的结果。

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