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GENERATION MATRIX CONSTITUTION DEVICE AND GENERATION MATRIX CONSTITUTION METHOD

机译:生成矩阵的构成装置及生成矩阵的构成方法

摘要

PROBLEM TO BE SOLVED: To constitute a generation matrix of non-regular constitution of a Flat XOR code even when the code has a great code length of approximately n=100.SOLUTION: According to the present invention, a zero matrix Z is generated upon the basis of the number n of disks stored with the number k of division of data and the data, "1" or "0" is arranged in each column of a predetermined row of the zero matrix so that in the predetermined row, a weight of "1" arranged in the row has a predetermined certain value, and while a value obtained by subtracting a certain value from a minimum distance w of a code is regarded as a column weight, "1" or "0" is arranged in respective columns of all rows except the predetermined row of the zero matrix so that a combination of rows where "1" is arranged as many as the column weight is different from each column in all rows except the predetermined row.SELECTED DRAWING: Figure 1
机译:解决的问题:即使当代码具有大约n = 100的很大的代码长度时,也要构成平面XOR代码的非规则构造的生成矩阵。解决方案:根据本发明,在以下情况下生成零矩阵Z:根据存储有数据分割数k和数据的磁盘数n,将“ 1”或“ 0”布置在零矩阵的预定行的每一列中,从而在预定行中分配权重排列在行中的“ 1”的“ 0”具有预定的确定值,并且从代码的最小距离w减去确定的值而获得的值被认为是列权重,“ 1”或“ 0”被分别布置在除零矩阵的预定行之外的所有行的列,因此排列为“ 1”的列的数量与列权重一样多的行的组合与除预定行之外的所有行中的每一列都不同。

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