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codes/quantum/qubits/small_distance/small/7/xz_7_3_2.yml

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- code_id: phantom
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detail: 'This code is the punctured version of the \([[8,3,2]]\) hypercube quantum code and is a phantom code \cite{arxiv:2601.20927}.'
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- code_id: quantum_reed_muller
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detail: 'The punctured hypercube family is a binary quantum Reed-Muller family built from shortened and punctured classical Reed-Muller codes \cite{arxiv:2604.15111}.'
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detail: 'The punctured hypercube family is a quantum Reed-Muller family built from shortened and punctured classical Reed-Muller codes \cite{arxiv:2604.15111}.'
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- code_id: small_distance_qubit_stabilizer
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cousins:
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- code_id: stab_8_3_2

codes/quantum/qubits/small_distance/small/8/stab_8_3_2.yml

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- code_id: campbell_howard
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detail: 'The \([[8,3,2]]\) code is the \(k=1\) member of the \([[6k+2,3k,2]]\) Campbell-Howard family with a quasi-transversal logical \(CCZ\) gate \cite{arxiv:1606.01904}.'
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cousins:
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- code_id: hamming844
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detail: 'The \([[8,3,2]]\) hypercube code \(H_X\) check matrix is the parity-check matrix of the \([8,4,4]\) extended Hamming code, while its \(H_Z\) matrix is that of the SPC code.'
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- code_id: parity_check
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detail: 'The \([[8,3,2]]\) hypercube code \(H_X\) check matrix is the parity-check matrix of the \([8,4,4]\) extended Hamming code, while its \(H_Z\) matrix is that of the SPC code.'
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- code_id: xp_stabilizer
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detail: 'As the \(D=3\) member of the hypercube-code family, the \([[8,3,2]]\) code can be viewed as an XP stabilizer code with precision \(N=8\) \cite[Exam. 6.10]{arxiv:2203.00103}.'
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- code_id: stab_15_1_3

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