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A construction of maximally recoverable codes
Alexander Barg, Zitan Chen, Itzhak Tamo · 2021-08-19 · via cs.IT updates on arXiv.org

We construct a family of linear maximally recoverable codes with locality $r$ and dimension $r+1.$ For codes of length $n$ with $r\approx n^α, 0\leα\le 1$ the code alphabet is of the order $n^{1+3α},$ which improves upon the previously known constructions of maximally recoverable codes.

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