利用级联的思想研究具有最大代数免疫度的布尔函数的计数问题,给出达到最大代数免疫度的偶数元布尔函数个数的一个新的下界,该下界优于已有的下界结果。
Using combining theory,the enumeration of Boolean functions with MAI(maximum algebraic immunity) is investigated,and a new lower bound on the number of even-variable Boolean functions with MAI is provided,this lower bound is better than the previous ones.