彭家寅. 远程信息集中:优化非对称经济1→3相位协变克隆之逆[J]. 内江师范学院学报, 2015, (12): 1-13. DOI:10.13603/j.cnki.51-1621/z.2015.12.001.
引用本文: 彭家寅. 远程信息集中:优化非对称经济1→3相位协变克隆之逆[J]. 内江师范学院学报, 2015, (12): 1-13.DOI:10.13603/j.cnki.51-1621/z.2015.12.001.
Peng Jia-yin. Remote Information Concentration:the Reverse of the Optimal AsymmetricEconomical 1→3 Phase-covariant Telecloning[J]. Journal of Neijiang Normal University, 2015, (12): 1-13. DOI:10.13603/j.cnki.51-1621/z.2015.12.001.
Citation: Peng Jia-yin. Remote Information Concentration:the Reverse of the Optimal AsymmetricEconomical 1→3 Phase-covariant Telecloning[J].Journal of Neijiang Normal University, 2015, (12): 1-13.DOI:10.13603/j.cnki.51-1621/z.2015.12.001.

远程信息集中:优化非对称经济1→3相位协变克隆之逆

Remote Information Concentration:the Reverse of the Optimal AsymmetricEconomical 1→3 Phase-covariant Telecloning

  • 摘要:研究基于优化非对称经济1→3相位协变克隆的远程信息集中问题.首先,以最大纠缠W型态为量子信道,分别通过投影测量和半正定算子值测量,给出了两个远程信息集中协议,以非最大纠缠W型态为量子信道,将上述协议进行了推广.其次,通过投影测量,并分别以最大纠缠GHZ型态和四粒子团簇态为量子信道,提出了两个远程信息集中方案.当以最大纠缠GHZ型态为量子信道时,远程信息集中成功的概率总为1; 而以W型态或团簇态为量子信道、信息集中成功的概率呈现出克隆态或量子信道之参数的函数形式.在以GHZ型态、团簇态和W型态这三种态为量子信道的信息集中协议中,前者之恢复操作最简单,第三个的恢复操作最复杂.最后,指出了上述协议都是安全和实验实现的.

    Abstract:The aim of this paper is to investigate remote information concentration(RIC)based on the optimal asymmetric economical 1→3 phase-covariant telecloning.Firstly,using maximally entangled W-type states as quantum channel,we put forth two RIC schemes by projective and POVM measurement,respectively.Moreover,we generalize the above protocols via non-maximally entangled W-typestate as quantum channel.Secondly,by projective measurement,we propose two RIC protocols by employing maximally entangled GHZ-type and four-qubit cluster state as quantum channel,respectively.Comparing the above protocols,the probability of RIC is always one when maximally entangled GHZ-type state is employed as quantum channel,but for W-type and cluster state, the probabilities present functions about the parameters of cloning state or quantum channel.Among the GHZ-type state,cluster state and W-type state as quantum channel,the recovering operation for the former is simplest,but that for the last is most complex.Finally,weobtained that the above protocols are securie and experimental realization.

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