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    • 1. 发明授权
    • Decoding apparatus
    • 解码装置
    • US08205130B2
    • 2012-06-19
    • US12100730
    • 2008-04-10
    • Masashi ShinagawaHiroyuki YamagishiMakoto Nada
    • Masashi ShinagawaHiroyuki YamagishiMakoto Nada
    • G06F11/00
    • H03M13/1137H03M13/1111H03M13/6566
    • In the present application, there is provided a decoding apparatus for decoding low density parity check codes, including: a plurality of storage sections configured to store logarithmic likelihood ratios or logarithmic posteriori probability ratios for one codeword into addresses thereof which are independent of each other thereamong; and a readout section configured to simultaneously read out, from among the logarithmic likelihood ratios or logarithmic posteriori probability ratios for the one codeword stored in the storage sections, a plurality of ones of the logarithmic likelihood ratios or logarithmic posteriori probability ratios which correspond to non-zero value elements in a predetermined one row of the check matrix used in a coding process of the low density parity check codes.
    • 在本申请中,提供了一种用于解码低密度奇偶校验码的解码装置,包括:多个存储部分,被配置为将一个码字的对数似然比或对数后验概率比存储为彼此独立的地址 ; 以及读出部,被配置为从存储在存储部中的一个码字的对数似然比或对数后验概率之中同时读出与非对数似然比对应的多个对数似然比或对数后验概率, 在低密度奇偶校验码的编码处理中使用的校验矩阵的预定一行中的零值元素。
    • 3. 发明申请
    • CRC generator polynomial select method, CRC coding method and CRC coding circuit
    • CRC生成多项式选择方法,CRC编码方法和CRC编码电路
    • US20080320370A1
    • 2008-12-25
    • US11821561
    • 2007-06-22
    • Masashi ShinagawaKeitarou KondouMakoto Noda
    • Masashi ShinagawaKeitarou KondouMakoto Noda
    • H03M13/00
    • H03M13/09H03M13/6508
    • Disclosed herein is a CRC generator polynomial select method for selecting a generator polynomial to be used in CRC coding processing and/or CRC processing of inspecting a CRC processing result, the CRC generator polynomial select method may include a first process of finding largest minimum Hamming distances Max.dmin; a second process of finding code lengths n for each of the largest minimum Hamming distances Max.dmin and determining a range expressed by relations nmin (r, Max.dmin)≦n≦nmax (r, Max.dmin); a third process of searching all generator polynomials G(x) for specific generator polynomials G(x); and a fourth process of selecting final generator polynomials G(x) each having a smallest term count w and a lowest code undetected-error probability Pud from the specific generator polynomials G(x).
    • 本发明公开了一种CRC生成多项式选择方法,用于选择在CRC编码处理中使用的生成多项式和/或检查CRC处理结果的CRC处理,CRC生成多项式选择方法可以包括找到最大最小汉明距离的第一处理 Max.dmin; 对于最大最小汉明距离Max.dmin中的每一个找到码长度n的第二过程,并且确定由关系nmin(r,Max.dmin)表示的范围,其中,nmin(r,Max.dmin); 搜索特定生成多项式G(x)的所有生成多项式G(x)的第三处理; 以及从特定生成多项式G(x)中选择最终生成多项式G(x)的第四处理,每个最终生成多项式G(x)具有最小项数w和最低代码未检测错误概率Pud。
    • 6. 发明申请
    • Decoding Apparatus and Decoding Method
    • 解码装置和解码方法
    • US20100229076A1
    • 2010-09-09
    • US12699604
    • 2010-02-03
    • Masashi SHINAGAWAMakoto NodaHiroyuki Yamagishi
    • Masashi SHINAGAWAMakoto NodaHiroyuki Yamagishi
    • H03M13/41G06F11/10
    • H03M13/4176H03M13/4169H03M13/6561
    • Disclosed herein is a decoding apparatus including: with N and x each being a positive integer and k being a positive integer being equal to or greater than 1, a shift register of k stages configured to accumulate path select information for k inputs that is information about a survivor path of xN bits made up of radix-2x in each transient state of a convolutional code of the number of states N; a path memory having one bank configured to store, at one address, the path select information for k inputs accumulated in the shift register; and a traceback circuit configured to trace back paths for m=rkx time in one clock by use of the path select information read from the path memory with t being a divisor of kx and r being 2 or 1/t.
    • 本文公开了一种解码装置,包括:N和x各自为正整数,k为正整数等于或大于1,k级的移位寄存器被配置为累积用于k个输入的路径选择信息,其是关于 在状态数N的卷积码的每个瞬态中由radix-2x组成的xN比特的幸存路径; 具有一个存储体的路径存储器,被配置为在一个地址处存储用于存储在移位寄存器中的k个输入的路径选择信息; 以及回溯电路,其被配置为通过使用从路径存储器读取的路径选择信息来跟踪一个时钟中的m = rkx时间的路径,其中t是kx的除数,r是2或1 / t。