周期为p^n的q元序列具有稳定性的一个充分条件
Sufficient Condition of the Sequence with Period p^n over GF(q) Which is in Stability
在肖国镇,魏仕民等给出的周期是p^n的q元序列的线性复杂度的一个快速算法基础上，找到了周期是3^n的二元密钥流序列具有1-差错意义下稳定性的一个充分条件,并推广到周期是p^n的q元序列的情况，最后给出证明。
ccording to a fast algorithm for determining the linear complexity of a sequence with period p^n over GF(q) given by Guozhen Xiao, Shimin Wei etc.,we found one sufficient factor of the sequence with period 3^n over GF(2) which is in stability in sense of 1-error, at last generalized it to the sequence with period p^n over GF(q) .
赵冬梅、张家雷
数学
极小多项式，线性复杂度，k-差错线性复杂度，k-差错意义下的稳定性
Minimal polynomial linear complexity k-error linear complexity the stability in sense of k-error
赵冬梅,张家雷.周期为p^n的q元序列具有稳定性的一个充分条件[EB/OL].(2006-03-13)[2025-08-16].http://www.paper.edu.cn/releasepaper/content/200603-210.点此复制
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