l-序列的采样元素分布及k-错线性复杂度

Element Distribution of Decimations and k-Error Linear Complxity of l-Sequences

证明了极大周期FCSR序列的任意采样序列在一个周期内0,1元素分布几乎平衡,利用这一分布性质研究了连接数为强2-素数的l-序列的k-错线性复杂度,结果显示这类l-序列具有非常稳定的线性复杂度。

The authors prove nearly balanced in one period prime numbers is studied. It that the element distribution of the decimations of the maximal length FCSR sequences is By the distribution property, the k-error linear complexity of l-sequences based on strong 2- shows that this kind of l-sequences have very stable linear complexity.