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Improved Quantum Codes from Metacirculant Graphs via Self-Dual Additive $\mathbb{F}_4$-Codes (2105.12685v1)
Published 26 May 2021 in cs.IT and math.IT
Abstract: We use symplectic self-dual additive codes over $\mathbb{F}_4$ obtained from metacirculant graphs to construct, for the first time, $[[\ell, 0, d ]]$ qubit codes with parameters $(\ell,d) \in {(78, 20), (90, 21), (91, 22), (93,21),(96,21)}$. Secondary constructions applied to the qubit codes result in many qubit codes that perform better than the previous best-known.
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