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<p>Quantum error-correcting codes have always been important technologies to ensure the reliability and security of quantum communication. In this paper, we construct some optimal quantum subsystem codes using generalized Reed–Solomon codes over finite fields with odd characteristics. These new construction methods enrich the construction ideas of quantum subsystem codes, and many optimal quantum subsystem codes can be derived.</p>

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Some constructions of quantum subsystem codes

  • 期刊论文

  • 发表日期：

    2026年1月29日

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  • Guohui Wang,
  • Yucheng Chen,
  • Chunming Tang,
  • Chengzong Li

摘要

Quantum error-correcting codes have always been important technologies to ensure the reliability and security of quantum communication. In this paper, we construct some optimal quantum subsystem codes using generalized Reed–Solomon codes over finite fields with odd characteristics. These new construction methods enrich the construction ideas of quantum subsystem codes, and many optimal quantum subsystem codes can be derived.