DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES

Yuan Yi; Jin Fan

Volume 12 Issue 5

Sep. 1990

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Article Navigation > Journal of Electronics & Information Technology > 1990 > 12(5): 467-471

Yuan Yi, Jin Fan. DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES[J]. Journal of Electronics & Information Technology, 1990, 12(5): 467-471.

Citation:

Yuan Yi, Jin Fan. DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES[J]. Journal of Electronics & Information Technology, 1990, 12(5): 467-471.

Yuan Yi, Jin Fan. DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES[J]. Journal of Electronics & Information Technology, 1990, 12(5): 467-471.

Citation:

Yuan Yi, Jin Fan. DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES[J]. Journal of Electronics & Information Technology, 1990, 12(5): 467-471.

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DECODING BEYOND THE BOUND OF THE COMPLEX-ROTARY CODES AND ITS DUAL CODES

Yuan Yi,
Jin Fan

Received Date: 1988-09-20
Rev Recd Date: 1990-04-01
Publish Date: 1990-09-19

Abstract

Abstract

The capabilities of decoding beyond the bound of the. complex-rotary codes and its dual codes are analysed. It is obtained that the complex-rotary codes with t = (p+1)/2 can correct Ct+1p2+p(p-1)-p2Ctp+1 errors of (t +1) and its dual codes can correct Ct1+1p2+2t1p-2tpCt1+1p+1 errors of (t1+1), where t1= [(p+1)/2]-1 and p is a prime.

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References(1)

References

E. R. Berlekamp,Algebraic Coding Theory, McGraw-Hill Book Company,1968.[2]C.R. P. Hartmann, IEEE Trans. on IT, IT-26 (1972), 441-444.[3]Jin Fan, An Investigation on New Complex-Rotary Code, A paper presented at IEEE 1985 Jnternational Symposium On Information Theory, Brighton, England,(1985), 1-8.[4]靳蕃,通信学报,1986年,第2期,62-69.[5]靳蕃,铁道学报,1986年,第1期,6-64.[6]S. Lin著,陈太一译,纠错码人门,人民邮电出版社,1976年.[7]袁毅,复数旋转码性能的研究及计算机模拟分析,西南交通大学硕士论文,1988.

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