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码分复用系统的纠错码
引用本文:陈吉忠.码分复用系统的纠错码[J].南京航空航天大学学报,1994,26(2):200-206.
作者姓名:陈吉忠
作者单位:南京航空航天大学电子工程系
摘    要:依据有限域直和与有限环同构的代数性质,对多路复用系统构造线性分组码。其特点是既实现码分复用,又具有纠错能力,提高系统的传输可靠性。合路器是一种同构映射运算,将m路有限域上的线性分组码唯一地映射成有限环上的单一码字,实现在宽带信道上同时传输m路数据。收端经逆映射完成分路,一旦发生信道传输错误时,译码器在各码纠错能力范围内实现纠错。文中叙述了复用系统线性分组码的编译码方法,给出了同构映射运算的算法。

关 键 词:线性码  同构  有限域  纠错能力  多路复用

Error Correcting Codes in Code Division Multiplexing Systems
Chen Jizhong.Error Correcting Codes in Code Division Multiplexing Systems[J].Journal of Nanjing University of Aeronautics & Astronautics,1994,26(2):200-206.
Authors:Chen Jizhong
Abstract:According to algebraic property that a direct sum of Galois fields is isomorphic to a finite ring,the linear block code for multiplexing systems is proposed. It not only implements multiplexing but also provides error correction capability,improving transmission reliability of multiplexing systems. The mixer is an isomorphic mapping which transforms uniguely from m codewords on Galois fields into a single codeword on a finite ring. The codeword is sent through one sideband channel. At the receiver, the inverse isomorphic mapping is applied to obtain separation. Once transmission errors appear,decoders will correct errors inside of error correction capability of a variety of codes. Coding and decoding schemes are presented in this paper. The isomorphic mapping a algorithm is given.
Keywords:linear lode  isomorphism  finite fields  error correction capability  multiplexing
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