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黑盒子复杂度之线性度量

The Complexity of Black-box in Term of Linear Span
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摘要 jakobsen,、kuhdsen利用lagrange插值公式对分组密码给出了一个攻击。该问题可抽象为黑盒子问题即需要多少输入输出可以唯一确定s-盒。该文利用逻辑函数的迹表示给出了s-盒的一种线性复杂度度量。并计算了一些构造性方法构造的逻辑函数的线性复杂度。 jakobsen and Knudsen gave an attack on block cipher with lagrange formula.The problem can be abstracted as a black-box problem:using how many inputs and outputs,the black-box can be uniquely determined.Linear span as a complexity measure of the s-box is given by the trace representation of Boolean functions.The linear span of some Boolean function is computed.
出处 《计算机工程与应用》 CSCD 北大核心 2004年第14期97-98,共2页 Computer Engineering and Applications
基金 国家自然科学基金项目(编号:90101005 66973034) 教育部博士点基金项目(编号:20020486046)
关键词 插值攻击 逻辑函数 黑盒子 线性复杂度 interpolation attack,boolean function,black-box,linear span
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