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Generalized Dual Diagonal Matrices for Efficient Encoding of Non-binary LDPC codes

机译:非二元LDPC码有效编码的广义双对角线矩阵

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The weak point of LDPC encoding is the complexity. Richardson accomplished making codeword by using parity check matrices with the low complexity. In this paper, in order to encode non-binary LDPC over GF(q) we propose new non-binary dual diagonal matrix T in Richardson' parity check matrix which can be used for non-binary LDPC encoding over GF(q). We drive that the inverse of proposed matrix T can be easily obtained. Proposed scheme has low complexity and accomplish that the matrix Φ{sup}(-1) of Richardson's encoding is identity.
机译:LDPC编码的弱点是复杂性。 Richardson通过使用具有低复杂度的奇偶校验矩阵来完成码字。在本文中,为了通过GF(Q)编码非二进制LDPC,我们提出了Richardson'奇偶校验矩阵中的新非二进制双对角线T,其可用于通过GF(Q)编码的非二进制LDPC。我们开车可以容易地获得所提出的矩阵T的逆。提出的方案具有低复杂性,实现了Richardson编码的矩阵φ}( - 1)是标识。

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