I did this by using a software linear feedback shift register to generate pseudorandom values; see Resources. 我用一个软件线性反馈偏移寄存器来生成伪随机值;参见参考资料。
The Cryptological Properties of N-ary Feedback with Carry Shift Register N元进位反馈移位寄存器密码学性质
Differential Power Attack on Liner Feedback Shift Register 线性反馈移位寄存器的差分能量攻击
Reconfigurable Linear Feedback Shift Register Research Based on m Sequence 基于m序列的可重构线性反馈移位寄存器研究
Reconfigurable Feedback Shift Register Instruction Based on Stream Cipher 基于流密码的可适配反馈移位寄存器指令
Feedback Shift Register Sequence of Computer Research 反馈移位寄存器序列的计算机实现研究
Some Properties of Variable Coefficient Feedback Shift Register and Its Sequence 变系数反馈移位寄存器及其序列的几个性质
The All-Status Pseudo-Random sequence Generator ( ASPRG) is based on the FSR, obtained that through modifying its feedback transfer function, its biggest merit is that the shift register states are all used& the greatest length is 2~ n. 全状态伪随机序列发生器(ASPRG)是在FSR的基础上,通过修改其反馈函数而得到,其最大的优点就是利用了移位寄存器的全部状态,序列最大长度为2n。
CMOS Flip-flop Suitable to Ternary Linear Feedback Shift Register 适用于三值线性反馈移位寄存器的CMOS触发器
A Novel Implementation of High-Speed Linear Feedback Shift Register 高速线性反馈移位寄存器的实现
We also discussed the method of generating security CRC using linear feedback shift register. 在文中我们还讨论了利用线性移位寄存器技术产生安全的CRC校验码的方法。
The recent nonlinear congruential method, decimal fraction method, add-with-carry and substract-with-borrow methods, generalized feedback shift register method and MT method, and so on. 最近还有非线性同余法、取小数法、进位加和错位减法、广义反馈位移寄存器法和MT法等等。
Till now, there are a lot of generators such as the classical Fibonacci method, mid-square method, linear congruential method, feedback shift register method and combined method; 至今关于随机数发生器有很多的理论和方法,其中除了传统的Fibonacci法、平方取中法、线性同余法、位移寄存器法和组合方法;
Synthesis and generation of a given binary sequence with a nonlinear feedback shift register 二元给定序列非线性移位寄存器的综合与产生
The Feedback Shift Register for Group Pulse Signals Generation 产生群脉冲信号的反馈移位寄存器
Improved Algorithm of Linear Feedback Shift Register and Its Circuit Implementation 线性反馈移位寄存器的改进算法及其电路实现
This article analyzed feedback function and shift operation's influence on output serial, beginning with the discussion of Linear Feedback Shift Register ( LFSR). And summarized one way of analyzing shift register, especially pseudo random number generator based on LFSR. 本文从线性反馈移位寄存器(LFSR)工作机制入手,分析反馈函数和移位操作运算对输出序列的影响,从中总结出一套分析移位寄存器尤其是基于LFSR设计的伪随机数发生器的方法。
In order to save the constant multiplier embodied in multiple-valued linear feedback shift register, this paper proposes a CMOS ternary flip-flop with Q-2Q dual-rail outputs. 为了省免多值线性反馈移位寄存器中存在的常量乘运算电路,本文以三值逻辑为例,提出了具有Q-2Q双轨输出的三值CMOS触发器的设计。
This paper discusses analysis and synthsis of one kind of nonlinear sequences generators DKG which consist of a linear feedback shift register ( LFSR) with a primitive connective polynomial, a random select generator and a nonlinear feedforward function. 本文讨论一类非线性生成器的分析与综合。这类非线性生成器由三部份组成:nm级的带有本原联结多项式的线性移位寄存器,随机选择器;
A method, which generates all M-sequences of non-shift-equivalent for any stages feedback shift register on the computer, is given in this paper. 本文就M序列的构造,给出一个一般方法,用计算机产生任意级移位寄存器的全部非平移等价的M序列。
The research is focused on inversion attack on feedforward model of a linear feedback shift register with division circuit and generalized feedforward model founded on linear recursion sequence, so that advice on being resistant to inversion attack is presented. 本文研究了对基于除法电路设计的线性反馈移位寄存器前馈模型以及对基于线性递归变换设计的推广的前馈模型的逆推攻击问题,并据此提出抗逆推攻击的设计策略。
Based on a single ternary linear feedback shift register ( LFSR) which is a combined model of the clock-controlled generator and the self-shrinking generator, a construction of a pseudo-random generator, called a self-editing generator is presented. 将钟控生成器与自缩减生成器组合构成了一种新型的伪随机序列生成器&自缩控生成器,仅由一个三元的线性反馈移位寄存器(LFSR)构成。
This paper presents how to search the LFSR ( the linear Feedback Shift Register) feedback polynomials through combination and enumeration, and how to blindly restore the initial states of LFSR through fast correlation attack based on convolutional codes. 首先通过组合枚举方法寻找伪随机扰码序列的反馈多项式,然后利用基于卷积码的快速相关攻击方法对线性反馈移位寄存器(LFSR)的初态进行盲恢复。
MT algorithm is one of Feedback Shift Register Generators, which has been applied into many fields widely, due to its long-period, high decision and good random performance in high-dimension. 其中的MT算法,以其周期长、精度高、高维随机性能优良,得到了非常广泛的应用。
And when selecting sub-system of chaotic systems, they ignored the long periodicity of linear feedback shift register ( LFSR) and there is theoretical error and bug in their testify. 且在考虑选择复合离散混沌动力系统中子系统的混沌性时,忽略了线性反馈移位寄存器的长周期性,其理论证明也存在缺陷和错误,很有必要做一些改进。
By virtue of discussion above, one discuss properties and structure of m-sequences which are the important class of linear feedback shift register sequences. 在延续前面的讨论之下,总结一类特殊的线性反馈移位寄存序列&m序列的性质与结构。