Comments on “Maximum-Rank Array Codes and. Their Application to Crisscross Error Correction”. Ernst M. Gabidulin. The first four parts of R. M. Roth's paper ...
Comments on "Maximum-rank arrays codes and their application to crisscross error correction" [with reply]. Abstract: It is pointed out that the results in ...
R. M. Roth, “Maximum-rank array codes and their application to crisscross error correction,” ZEEE Trans. Znform. Theory, vol. IT-37, pp. 328-336, Mar. 1991. ( ...
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Maximum-rank array codes and their application to crisscross error correction ... Comments. ACM Digital Library. Information ... Maximum-rank array codes can be ...
The closest model to this setup is the one studied by Roth for crisscross errors [7] , in which a fixed number of rows and columns have failed. While it is ...
In Section 4 we describe such an algorithm for correcting any n × n error array of rank ≤ (d − 1)/2 over GF(q), requiring O(dn + d3) arithmetic operations ...
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Jan 1, 1991 · Abstract. A μ-[n × n, k] array code C over a field F is a k-dimensional linear space of n X n matrices over F such that every nonzero matrix ...
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Dive into the research topics of 'Maximum-Rank Array Codes and their Application to Crisscross Error Correction'. Together they form a unique fingerprint. Sort ...
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Roth, R.M. (1991) Maximum-Rank Array Codes and Their Application to Crisscross Error Correction ... A Review of Application of Affordance Theory in Information ...
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Dive into the research topics of 'Maximum-Rank Array Codes and their Application to Crisscross Error Correction'. Together they form a unique fingerprint. Sort ...
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