… ”-that maximum-rank n X n array codes are optimal for crisscross error correction as well-no
longer holds in general if we look at hyper-arrays (say, n x n x n arrays), or at infinite fields. …

… ’ ’ -that maximum-rank n x n array codes are optimal for crisscross error correction as well-no
longer holds in general if we look at hyper-arrays (say, nxn x n arrays), or at infinite fields. …

… We will use the term array codes for the case A = 2. A … advantage of applying the rank metric
for crisscross error correction in … infinite fields here beyond some comments and examples. …

… b-adjacent error correcting code is a binary code of this type. … The theory of criss-cross
array codes, which is based on the … I also wish to acknowledge the helpful comments of many …

… The authors are grateful to Professor EM Gabidulin for comments that contributed to the …
[18] RM Roth, “Maximum-rank array codes and their application to crisscross error correction…

… For maximum rank distance codes (Rank-Codes), there … We refer to such errors as crisscross
errors. Figure 1 shows a … Georg Schmidt for some helpful comments on this paper and …

… coding scheme brings together a maximum rank distance … Finally, we briefly comment
on error resilience in LRCs with … coding scheme, also based on a Gabidulin and MDS array …

… We provide a brief review of these two areas of study. … that arise in applications are often
corrupted by crisscross error … -known construction of maximum rank distance (MRD) codes by …

… problem of constructing codes correcting deletions in arrays. Under this model, it is assumed
that an n × n array … These deletion errors are referred to as (tr, tc)-criss-cross deletions if tr …

… maximum rank distance codes are presented. Second, an efficient … how to apply these codes
for error correction in random … lifted PUM codes can be applied for error-correction in RLNC …