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On the MDS Condition of Blaum–Bruck–Vardy Codes With Large Number Parity Columns

机译:具有大奇偶校验列的Blaum-Bruck-Vardy码的MDS条件

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摘要

Binary maximum distance separable (MDS) array codes are widely used in storage systems. EVENODD code and row-diagonal parity (RDP) code are two well-known binary MDS array codes with two parity columns. The Blaum–Bruck–Vardy (BBV) code is an extension of the double-erasure-correcting EVENODD code. It is known that the BBV code is always MDS for three parity columns, and sufficient conditions for up to eight parity columns to be MDS are also known. However, the MDS condition for more than eight parity columns is an open problem since then. In this letter, we study the MDS condition of BBV code and give a sufficient MDS condition of the BBV code with more than eight parity columns.
机译:二进制最大距离可分离(MDS)阵列代码广泛用于存储系统中。 EVENODD代码和行对角奇偶校验(RDP)代码是具有两个奇偶校验列的两个著名的二进制MDS阵列代码。 Blaum-Bruck-Vardy(BBV)代码是双擦除校正EVENODD代码的扩展。众所周知,对于三个奇偶校验列,BBV码始终是MDS,并且还已知足以将最多八个奇偶校验列设为MDS的条件。但是,从那时起,超过八个奇偶校验列的MDS条件是一个未解决的问题。在这封信中,我们研究了BBV码的MDS条件,并给出了具有八个以上奇偶校验列的BBV码的充分MDS条件。

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