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    • 81. 发明专利
    • Encoding method, encoder, and decoder
    • 编码方法,编码器和解码器
    • JP2009177228A
    • 2009-08-06
    • JP2008000844
    • 2008-01-07
    • Panasonic Corpパナソニック株式会社
    • MURAKAMI YUTAKAOKAMURA SHUTAORIHASHI MASAYUKIKISHIGAMI TAKAAKI
    • H03M13/19H03M13/23
    • H03M13/1154H03M13/6362
    • PROBLEM TO BE SOLVED: To obtain satisfactory reception quality, when creating an LDPC-CC from a convolution code and performing error correction encoding using the LDPC-CC to a signal series for transmission. SOLUTION: In an equation (1), namely the parity check polynomial of the convolution code when "1" is added to the approximation lower triangle matrix of a check matrix H (501, 502), α 1 , ..., α n and β 1 , ... β m are set to not less than 2K+1 to obtain a parity series P(D) by the equation (1). Equation (1): (D α1 +...+D αn +D K +...+1)X(D)+(D β1 +...+D βm +D K +...+1)P(D)=0. In this case, X(D) is a polynomial expression of an information series, P(D) is a polynomial formula of parity series, and K is a natural number. COPYRIGHT: (C)2009,JPO&INPIT
    • 要解决的问题:为了获得令人满意的接收质量,当从卷积码创建LDPC-CC并且使用LDPC-CC执行到纠错编码的信号序列进行传输时。 < P>解决方案:在等式(1)中,即当将“1”加到校验矩阵H(501,502)的近似下三角矩阵时,即卷积码的奇偶校验多项式,α / SB>,...,α n 和β 1 ,...β m 设定为不小于2K + 1至 通过等式(1)获得奇偶校验序列P(D)。 等式(1):(D α1 + ... + D αn + D K + ... + 1)X(D) +(D β1 + ... + D βm + D K + ... + 1)P(D)= 0。 在这种情况下,X(D)是信息序列的多项式表达式,P(D)是奇偶校验序列的多项式公式,K是自然数。 版权所有(C)2009,JPO&INPIT