这份报纸贡献一个二进制周期的 Jacobi 序列的线性复杂性的稳定性。由采用一双参考书序列,我们证明也就是,一个二进制 Jacobi 序列的线性复杂性由在一个时期长度改变它的很少位是不稳定的,修改序列的线性复杂性将远变得不到要求的值。
This paper contributes to the stability of linear complexity of a binary periodic Jacobi sequence.By employing a pair of reference sequences,we prove that the linear complexity of a binary Jacobi sequence is unstable,namely,by changing its few bits in one-period length,the linear complexity of the modified sequences will become far less than the required value.