By adding redundancy with coding k-symbol word to a n-symbol word, a rank code can correct any errors of rank up to t = ⌊ (d − 1) / 2 ⌋, where d is a code distance. As an erasure code, it can correct up to d − 1 known erasures. similar to Reed–Solomon code.
Mar 11, 2008 · A new composed decoding algorithm is proposed to correct simultaneously rank errors and rank erasures. If the rank of errors and erasures is not ...
A new composed decoding algorithm is proposed to correct simultaneously rank errors and rank erasures. If the rank of errors and erasures is not greater than ...
Error and erasure correcting algorithms for rank codes | Semantic ...
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In this paper, transmitted signals are considered as square matrices of the Maximum rank distance (MRD) (n, k, d)-codes. A new composed decoding algorithm ...
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In this paper we introduce a modified Berlekamp-Massey algorithm for the decoding of rank errors and extend it for row erasures and rank errors. Also, we ...
This paper describes the decoding of Rank-Codes with different decoding algorithms. A new modified Berlekamp-Massey algorithm for correcting rank errors and ...
A modified Berlekamp-Massey algorithm for the decoding of rank errors and extend it for row erasure and rank errors is introduced and a decoding algorithm ...
Sep 2, 2022 · We show how the proposed decoder can be used to correct errors in the sum-subspace metric that occur in. (noncoherent) multishot network coding.
Gabidulin's fast decoding algorithms for rank codes were proposed in [5], [6]. The notions ”rank column erasures” and ”rank row erasures” were introduced in [7] ...
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