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quantum error correcting
相关语句
  量子纠错
     In 1998, Calderbank et al. create one of the most important class of quantum error correcting codes-additive quantum error correcting codes.
     在1998年,Calderbank等人提出了最重要的一类量子纠错码——加性量子纠错码。
短句来源
     Study of Quantum Error Correcting Code
     量子纠错码的研究
短句来源
     Based on the group theoretic framework of investigating quantum error correcting code, we found out at least 192 different forms of quantum error correcting codes for encoding one qubit in five qubits.
     基于群论框架研究量子纠错码 ,给出对五量子比特编一量子比特的量子纠错码的 192种不同形式的码
短句来源
     Forms of 5 bit Quantum Error Correcting Codes
     五位量子纠错码的各种形式
短句来源
     Based on the quantum error correcting theory of superposition state,this paper constructs,by utilizing the H gates and the CNOT gates,a five-bit error correction circuit of quantum encoding,which can implement the least use of superposition state encoding under the condition of quantum Hamming bound.
     利用叠加态量子纠错思想,设计了由H门和CNOT门实现的5位量子编码纠错线路,实现了在量子Hamming界条件下用最少位的叠加态编码.
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  “quantum error correcting”译为未确定词的双语例句
     By using Markov inequality and Chebyshev inequality, In Chapter 2 we give the asymptotic probability distribution of the relative minimal distance of the additive quantum error correcting codes.
     论文的第四章首先分析了由矩阵G=(B_1 I B_2 B_3)所生成的二元[4n,n]码在辛内积下自正交的条件,并证明了当n趋于无穷时,几乎所有的参数为(2n,2~n)的加性码都具有一个形如(ωB_1+(?)
短句来源
  相似匹配句对
     Study of Quantum Error Correcting Code
     量子纠错码的研究
短句来源
     On Length and Maximum Error Probability of Quantum Fingerprinting
     量子指纹的长度与最大错误概率
     A Theory of the Quantum Error-Correcting Codes
     量子错误纠正编码
短句来源
     Improving and Perfecting of Shor Quantum Error Correction Code
     Shor量子纠错码的改进和完善
短句来源
     Forms of 5 bit Quantum Error Correcting Codes
     五位量子纠错码的各种形式
短句来源
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  quantum error correcting
Recently it has been shown that generalized quantum error correcting codes can be derived by studying the algebra of this set of operators.
      
Thermodynamic Interpretation of the Quantum Error Correcting Criterion
      
Cellulations of the projective plane RP ^2 define single qubit topological quantum error correcting codes since there is a unique essential cycle in H1(RP2;Z2) .
      
Finally, a detailed product operator description is given of recent NMR experiments which demonstrate a three-bit quantum error correcting code, using field gradients to implement a precisely-known decoherence model.
      
We note that this construction results in a quantum error-correcting code that corrects any n 1 errors.
      
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In all kinds of quantum error correcting scheme,five bit quantum error correcting codes is discussed most frequently.This paper classifies all kinds of error form with chart according to orthogonality condition,then provides a means to find all forms of five bit quamtum error correcting codes conveniently with direct perception and symmetry of chart.

在各种量子纠错方案中五位量子纠错码被讨论得最多,本文按照正交条件,用图表对各种错误形式进行分类,再利用图表的直观性和对称性提供了一个较方便地找出5位量子纠错码各种形式的方法。

In the first part of this paper, we briefly introduce the limitation of classical computation. In the second part, weintroduce recent developments on quantum information, communication and computation both in theoretical and experimentalrespects, such as quantum logic gates, quantum cryptography, quantum entangelment states, experimental realization ofteleportation, the first experimental realization of quantum algorithms, quantum factorization, quantum error-correcting...

In the first part of this paper, we briefly introduce the limitation of classical computation. In the second part, weintroduce recent developments on quantum information, communication and computation both in theoretical and experimentalrespects, such as quantum logic gates, quantum cryptography, quantum entangelment states, experimental realization ofteleportation, the first experimental realization of quantum algorithms, quantum factorization, quantum error-correcting code anda silicon-based nuclear spin quantum computer. At the last part, we discuss the ways to overcome the difficulties on decoherence.[

首先简要介绍分层计算的制约;其次介绍最近量子信息的开发,在理论和实践两方面的通信和计算,诸如量子逻辑门、量子密码学、量子交缠性、超距传输的实验性实现、量子算法的首次实验性实现,量子因子分解、量子纠错码以及基于硅片的原子自旋量子计算机;最后讨论克服非相干性困难的方法。

Quantum error correction will be necessary to build reliable quantum computers. The theory of quantum error correcting codes has some close ties to and some striking differences from the theory of classical error correcting codes. Many quantum codes can be described in terms of the stabilizer of the codewords. The stabilizer is a finite Abelian group, Clifford codes are stabilizer codes.

在量子计算和量子通信中 ,量子错误纠正是避免量子态受环境或其它相互作用而发生退相干所必需的 .讨论了错误纠正编码方法的基本原理和方法 .

 
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