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Error syndrome calculation for graph codes on a one-way quantum computer: Towards a quantum memory

机译:单向量子计算机上图形代码的错误校正子计算:面向量子存储器

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For realizing a quantum memory the encoded quantum information can be protected against decoherence via repeated decoding and re-encoding operations. This requires us to perform fast encoding and decoding operations. The computational model underlying the one-way quantum computer provides a suitable concept for a fast implementation, which has been solved in a previous article for the encoding operation. In the present paper we show that the missing part, the decoding operation, can also be realized on a one-way quantum computer. This is based on the graph code representation for stabilizer codes, on the one hand, and the relation between cluster states and graph codes, on the other hand. (C) 2004 American Institute of Physics.
机译:为了实现量子存储器,可以通过重复的解码和重新编码操作来保护编码的量子信息免于退相干。这要求我们执行快速的编码和解码操作。单向量子计算机所基于的计算模型为快速实现提供了合适的概念,在上一篇文章中已针对编码操作解决了这一问题。在本文中,我们表明缺少的部分,即解码操作,也可以在单向量子计算机上实现。这一方面基于稳定器代码的图形代码表示形式,另一方面基于簇状态和图形代码之间的关系。 (C)2004年美国物理研究所。

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