1) Affine subspace and algebraic immunity
正规性和代数免疫
2) algebraic immunity
代数免疫性
1.
In recent years a new (algebraic) attack has been investigated and a new cryptographic property- algebraic immunity-has proposed to resist the algebraic attack.
本文综述布尔函数代数免疫性方面的重要问题和主要进展,其中包括中国学者在对称布尔函数代数免疫性的研究成果。
3) Algebraic Immunity
代数免疫
1.
The algebraic immunity and annihilators of generalized boolean functions;
广义布尔函数的代数免疫与零化子
2.
Class of constructions of even variables Boolean function with optimum algebraic immunity
偶数变元代数免疫最优布尔函数的构造方法
3.
A sufficient and necessary condition is given that the algebraic immunity of a Boolean function is not more than a fixed value.
借助覆盖向量刻画了代数免疫布尔函数的特征,给出布尔函数代数免疫不大于某确定值的充要条件。
4) algebraic immunity
代数免疫度
1.
Algebraic attack on symmetric Boolean functions with a high algebraic immunity
对具有高代数免疫度布尔函数的新型代数攻击
2.
This paper studies the algebraic degree,characteristic matrix,and algebraic immunity of Boolean functions.
对n元非线性布尔函数的代数次数、特征矩阵和代数免疫度进行了研究,在分析布尔函数的代数次数与特征矩阵关系的基础上,得到了布尔函数的代数免疫度与特征矩阵的关系,并据此给出了寻找布尔函数零化子的一个算法。
3.
Boolean functions used in cryptography should have good algebraic immunity in order to resist algebraic attack.
通过分析布尔函数的代数次数与特征矩阵的关系,得到了布尔函数的代数免疫度与特征矩阵的关系。
5) Algebraic Immunity
代数免疫阶
1.
Two classes of boolean functions with optimum algebraic immunity in odd number of variables
两类具有最优代数免疫阶的奇变元布尔函数
2.
Symmetric boolean functions have been proved to be have high algebraic immunity.
特别地,对称布尔函数已被证明了具有很高的代数免疫阶。
3.
Based on the algebraic standard form of Boolean functions,the conditions satisfied by Boolean function f or f+1 with high degree nonzero annihilators are summarized,the sufficient conditions satisfied by the Boolean functions with optimal algebraic immunity are therefore obtained.
利用布尔函数的代数标准型,总结了f与f+1具有高次数非零零化子的条件,得到布尔函数具有最高代数免疫阶的充分条件。
6) extended algebraic immunity
广义代数免疫
补充资料：正规
符合正式规定或公认标准的：正规战｜正规程序。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条