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1)  generalized self-shrinking
广义自缩
1.
This dissertation firstly discusses the ability of the generalized self-shrinking generator and balanced shrinking generator to resist the fault attack.
本文首先应用错误攻击对两种流密码体制:广义自缩生成器和均衡互缩生成器的安全性进行了分析,为抵抗这种攻击,我们对广义自缩生成器进行了改进,给出了一种新型的广义自缩生成器,并对该生成器的各种伪随机性进行了分析,最后讨论了自相关函数和线性复杂度之间的一个关系,得到如下主要结果: ● 利用错误攻击对广义自缩生成器和均衡互缩生成器这两种流密码体制进行了密码分析,结果表明:对于由60级的线性反馈移位寄存器构成的广义自缩生成器,在反馈多项式已知的条件下,攻击者仅需要4个错误密钥流,结合平均约2~8个密钥流比特就可以获得生成器的密钥种子;对于均衡互缩生成器,攻击者可以通过改变LFSR若干个时钟来得到错误的输出流,并利用这些输出流得到生成器的密钥种子。
2)  generalized self-shrinking sequence
广义自缩序列
1.
Using generalized self-shrinking sequences in the C Programming Language;
广义自缩序列在C语言程序设计中的实现
2.
Pseudo-randomness of a class of generalized self-shrinking sequences;
一类广义自缩序列的伪随机性
3.
On the least period of generalized self-shrinking sequence b(a_(k+1)+a_(k+2));
关于广义自缩序列b(a_(k+1)+a_(k+2))的最小周期
3)  generalized self-shrinking generator
广义自缩减序列
4)  Generalized self-shrinking sequences
广义自缩序列
1.
Study of the security of the generalized self-shrinking sequences;
广义自缩序列的安全性研究
2.
In this paper,an attack is proposed for one of these sequences,named the fourth class of generalized self-shrinking sequences,which aims at the recovering of initial state of the LFSR,the key idea is the following:Firstly,a quasi-like sequence has been constructed by this paper.
广义自缩序列是基于LFSR的一类非常规钟控的序列,具有良好的伪随机性,可以用作加密时的密钥流。
5)  generalized contraction
广义压缩
1.
In 2000,Frigon established a fixed point theorem for generalized contraction in a complete gauge space.
2000年,Frigon在完备的度规空间中建立了一个广义压缩的不动点定理。
6)  generalized self-consistent
广义自治
1.
A generalized self-consistent Mori-Tanaka method(GSCMT) is developed by means of integral equation technique and Hill's interfacial operator theory.
该文摈弃这一经典做法,而从广义自洽模型的应变等价条件出发,在夹杂应变均匀的近似假定下,将Hill界面条件应用于整个二相体内,从而得到一种可以预报涂层夹杂体复合材料有效模量的广义自治Mori-Tanaka模型。
补充资料:自调自净自度
【自调自净自度】
 (术语)同自调项。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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