GF(3)上新一类广义自缩序列

摘要

讨论了GF(3)上新一类广义自收缩序列的伪随机性,证明了该类序列的最小周期总是达到最大值2.3n-1,1-游程和2-游程分布均衡和0,1,2输出平衡,并解决了该序列的线性复杂度界值.%The pseudo-randomness of a new class of generalized self-shrinking sequences on GF(3) is analyzed. It is proved that the least period has always reached the maximum 2·3n-1 ;1-pattern and 2-pattern are balanced and the symbol distributions keep balanced too;the bound of the linear complexity is solved.