The relationships between the algebraic degree with correlation immunity, propagation criterion order and etc. are further studied .
进一步研究了布尔函数的代数次数与相关免疫阶及扩散次数等几种性质之间的相互关系。
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与在向量空间上构造的方法比,有限域上置换多项式的代数次数等性质更容易研究。
Compared to the construction over vector space, it is easier to study the properties of permutation polynomials, like algebraic degree.
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