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A certain family of BCH codes have a particularly useful property, which is thattreated as linear operators, their dual operators turns their input into an -wise independent source. That is, the set of vectors from the input vector space are mapped to an -wise independent source. The proof of this fact below as the following Lemma and Corollary is useful in derandomizing the algorithm for a -approximation to MAXEkSAT.

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  • A certain family of BCH codes have a particularly useful property, which is thattreated as linear operators, their dual operators turns their input into an -wise independent source. That is, the set of vectors from the input vector space are mapped to an -wise independent source. The proof of this fact below as the following Lemma and Corollary is useful in derandomizing the algorithm for a -approximation to MAXEkSAT. (en)
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  • A certain family of BCH codes have a particularly useful property, which is thattreated as linear operators, their dual operators turns their input into an -wise independent source. That is, the set of vectors from the input vector space are mapped to an -wise independent source. The proof of this fact below as the following Lemma and Corollary is useful in derandomizing the algorithm for a -approximation to MAXEkSAT. (en)
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  • Dual of BCH is an independent source (en)
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