2023
DOI: 10.1051/wujns/2023281015
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On Deep Holes of Projective Reed-Solomon Codes over Finite Fields with Even Characteristic

Abstract: Projective Reed-Solomon code is an important class of maximal distance separable codes in reliable communication and deep holes play important roles in its decoding. In this paper, we obtain two classes of deep holes of projective Reed-Solomon codes over finite fields with even characteristic. That is, let [see formula in PDF] be finite field with even characteristic, [see formula in PDF], and let [see formula in PDF] be the Lagrange interpolation polynomial of the first [see formula in PDF] components of the … Show more

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