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    • 4. 发明申请
    • FIXED-SPACING PARITY INSERTION FOR FEC (FORWARD ERROR CORRECTION) CODEWORDS
    • 用于FEC(前向纠错)编码的固定间隔奇偶校验插入
    • US20090193312A1
    • 2009-07-30
    • US12021911
    • 2008-01-29
    • Tak K. LeeBa-Zhong ShenHau Thien TranKelly Brian Cameron
    • Tak K. LeeBa-Zhong ShenHau Thien TranKelly Brian Cameron
    • H04L1/18
    • H04L1/0043H04L1/0057H04L1/009
    • Fixed-spacing parity insertion for FEC (Forward Error Correction) codewords. Fixed spacing is employed to intersperse parity bits among information bits when generating a codeword. According to this fixed spacing, a same number of information bits is placed between each of the parity bits within the codeword. If desired, the order of the parity bits may be changed before they are placed into the codeword. Moreover, the order of the information bits may also be modified before they are placed into the codeword. The FEC encoding employed to generate the parity bits from the information bits can be any of a variety of codes include Reed-Solomon (RS) code, LDPC (Low Density Parity Check) code, turbo code, turbo trellis coded modulation (TTCM), or some other code providing FEC capabilities.
    • 用于FEC(前向纠错)码字的固定间隔奇偶校验插入。 当产生码字时,使用固定间隔来分散信息比特之间的奇偶比特。 根据该固定间隔,在码字中的每个奇偶校验位之间放置相同数量的信息比特。 如果需要,奇偶校验位的顺序可以在它们被置入码字之前改变。 此外,信息比特的顺序也可以在它们被置入码字之前被修改。 用于从信息比特生成奇偶校验位的FEC编码可以是各种代码中的任何一种,包括里德 - 所罗门(RS)码,LDPC(低密度奇偶校验)码,turbo码,turbo格状编码调制(TTCM) 或提供FEC能力的一些其他代码。
    • 9. 发明授权
    • Construction of irregular LDPC (low density parity check) codes using RS (Reed-Solomon) codes or GRS (generalized Reed-Solomon) code
    • 使用RS(里德 - 所罗门)码或GRS(广义里德 - 所罗门)码构造不规则LDPC(低密度奇偶校验)码
    • US07549105B2
    • 2009-06-16
    • US11264997
    • 2005-11-02
    • Ba-Zhong ShenKelly Brian CameronTak K. LeeHau Thien Tran
    • Ba-Zhong ShenKelly Brian CameronTak K. LeeHau Thien Tran
    • H03M13/00
    • H03M13/116H03M13/1148H03M13/255H03M13/6362
    • Construction of Irregular LDPC (Low Density Parity Check) codes using RS (Reed-Solomon) codes or GRS (Generalized Reed-Solomon) codes. As described herein, a wide variety of irregular LDPC codes may be generated using GRS or RS codes. The corresponding LDPC matrix of such an irregular LDPC code may be constructed by performing partial-matrix processing (including decomposition and partial-matrix replacement thereof) of a parity check matrix that corresponds to a GRS-based regular LDPC code. Such an irregular LDPC code may be appropriately designed using these principles thereby generating a code that is suitable for use in wireless communication systems including those that comply with the recommendation practices and standards being developed by the IEEE (Institute of Electrical & Electronics Engineers) 802.11n Task Group (i.e., the Task Group that is working to develop a standard for 802.11 TGn (High Throughput)).
    • 使用RS(里德 - 所罗门)代码或GRS(广义里德 - 所罗门)代码构建不规则LDPC(低密度奇偶校验)码。 如本文所述,可以使用GRS或RS代码来生成各种不规则的LDPC码。 可以通过对与基于GRS的常规LDPC码相对应的奇偶校验矩阵进行部分矩阵处理(包括其分解和部分矩阵替换)来构造这种不规则LDPC码的对应LDPC矩阵。 可以使用这些原理来适当地设计这样的不规则LDPC码,从而生成适合于无线通信系统中使用的代码,包括符合IEEE(Institute of Electrical&Electronics Engineers)802.11n的建议实践和标准的代码 任务组(即正在努力制定802.11 TGn(高吞吐量)标准的任务组)。