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苏晓龙, 贾晓军, 谢常德, 彭堃墀. 连续变量多组分纠缠态光场及其在量子计算中的应用[J]. 物理, 2010, 39(11): 746-752.
引用本文: 苏晓龙, 贾晓军, 谢常德, 彭堃墀. 连续变量多组分纠缠态光场及其在量子计算中的应用[J]. 物理, 2010, 39(11): 746-752.
Multipartite entangled optical fields with continuous variables and their applications in quantum computation[J]. PHYSICS, 2010, 39(11): 746-752.
Citation: Multipartite entangled optical fields with continuous variables and their applications in quantum computation[J]. PHYSICS, 2010, 39(11): 746-752.

连续变量多组分纠缠态光场及其在量子计算中的应用

Multipartite entangled optical fields with continuous variables and their applications in quantum computation

  • 摘要: 在发展基于单光子的量子信息系统的同时,以光场正交分量为基础的连续变量量子信息科学也在蓬勃发展,多组分纠缠态光场是研究连续变量量子计算的基本资源.文章简要介绍了连续变量多组分纠缠态光场的概念和制备方法,以及连续变量量子计算的基本模型和实验研究进展.

     

    Abstract: In parallel with quantum information systems based on single photons, optical quantum information science with continuous variables based on the quadrature components of optical fields is also developing rapidly. For this, multipartite entangled states of light are the fundamental resources. In this paper we first introduce the concepts and preparation of multipartite entangled states, then discuss the basic models of quantum computation with continuous variables and the progress in experimental investigations.

     

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