Jul 25, 2006 · These codes can be seen as the analogs of Reed-Solomon codes (hereafter denoted RS-codes) for rank metric. In this paper their subspace subcodes ...
Properties of subspace subcodes of optimum codes in rank metric. Profile image of Ernst Gabidulin Ernst Gabidulin. See full PDF downloadDownload PDF. Related ...
Sep 20, 2013 · These codes can be seen as the analogs of Reed-Solomon codes (hereafter denoted RS-codes) for rank metric. In this paper their subspace subcodes ...
This paper investigates general properties of codes with the rank metric. First, we investigate asymp- totic packing properties of rank metric codes.
Properties of subspace subcodes of optimum codes in rank metric · Mathematics. ArXiv · 2006.
In this paper, we study properties of rank metric codes in general and maximum rank distance (MRD) codes in particular. For codes with the rank metric, ...
Feb 16, 2018 · Theorem: A rank-metric code with (r, δ) rank-locality is guaranteed to locally correct the erasures and errors E(Cj) and E0(Cj) in a local array ...
In this paper we characterize subspace subcodes of MRD codes and we show that it is possible to construct efficient polynomial-time encoding-decoding procedures ...
Lemma 2 shows that a subspace code constructed by lifting inherits the distance properties of its underlying rank-metric code. In particular, let C ⊆ Fk× (n− k).
Sep 18, 2024 · We study properties,of rank metric and,codes in rank metric over finite fields. We show,that perfect codes,do not exist.