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There are in this case 2k = 23 = 8 columns and 2n k = 22 = 4 rows in the standard array. Table 2.3 shows the standard array for the code of Example 2.15. The standard array can also be seen as constituted of 2k disjoint columns, and in each of these columns are 2n k vectors having as the rst vector a code vector. These 2k disjoint columns D1 , D2 , . . . , D2k can be used in a decoding procedure. If having transmitted a codeword ci , the received vector is r, this received vector will be in Di if the error pattern that occurred is its coset leader. In this case the received vector will be successfully decoded. If the error pattern is not a coset leader, a decoding error happens. Due to this, the 2n k coset leaders including the all-zero pattern are the correctable error patterns. It can be deduced that a linear block code Cb (n, k) can correct 2n k error patterns. In order to minimize the error probability, all the correctable error patterns, which are the coset leaders, will have to be the most likely patterns. In the case of a transmission over the BSC, the most likely patterns are those of the lowest possible weight. Thus, each coset leader will be of the lowest possible weight among the vectors of that row. The decoding in this case will be maximum likelihood decoding, that is, minimum distance decoding, so that the decoded code vector is at minimum distance with respect to the received vector. c# pdf 417 reader C# PDF-417 Reader SDK to read, scan PDF-417 in C#.NET class ...
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