Locally recoverable code: Difference between revisions

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The Tamo-Barg construction utilizes good polynomials.
:• Suppose that a <math>l</math>-good polynomial f (x) over <math>F_{q}</math> is given with splitting covering <math>i \in \{1, \ldots, l\}</math>.
:• Let <math>s ≤ l − &lel-1</math> be a positive integer.
:• Consider the following <math>F_{q}</math> -vector space of polynomials