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Update two_block_quantum.yml
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LeonidPryadko authored Oct 17, 2023
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Galois-qudit CSS code whose stabilizer generator matrices \(H_X=(A,B)\) and \(H_Z=(B^T,-A^T)\), are constructed from a pair of square \(\ell \times \ell\) commuting matrices \(A\) and \(B\).
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Code parameters are generally unknown. Some upper and lower bounds on parameters are given in \cite{arXiv:2306.16400}.
Code parameters are generally unknown, although they can be formally expressed in terms of ranks of some matrices related to $A$ and $B$. The corresponding expressions, as well as some upper and lower bounds on parameters are given in \cite{arXiv:2306.16400}.
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