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基于GF(2)上高阶弹性函数构造的新方法及非线性度优化
A fresh method to construct high order resilient function and it’s nonlinearity optimize over the field GF(2)
【摘要】 运用 GF( 2 )上高阶相关免疫布尔函数的级联性质及多输出函数中的无偏函数 ,给出了构造高阶弹性函数较为简洁、有效的方法 .此外 ,还对具有高阶的弹性函数的非线性度进行优化 ,使其能更好的抵抗局部线性攻击的同时 ,具有良好的整体非线性度 (包括线性分析、差分分析等 )以抵抗其它相关攻击
【Abstract】 It was proposed that a fresh and effective method to construct high order resilient function over the field GF(2) by attachable properties of correlation immune function and no departure of multi output function . Moreover,the nonlinearity of high order resilient function was optimized in order to resist various of attack, including linearity attack and so on.
【关键词】 免疫布尔函数;
弹性函数;
无偏函数;
非线性度;
【Key words】 correlation immune function; resilient function; no departure function; nonlinearity;
【Key words】 correlation immune function; resilient function; no departure function; nonlinearity;
- 【文献出处】 纺织高校基础科学学报 ,Basic Sciences Journal of Textile Universities , 编辑部邮箱 ,2002年02期
- 【分类号】O157.4
- 【被引频次】2
- 【下载频次】37