Galois FCSR进位分布研究

Research on the Carry Distribution of Galois FCSR

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摘要基于Galois FCSR进位寄存器的更新规律,抽象出一种理想的变化方式来刻画其进位分布情况,据此估计了进位为0的概率的下界,指出Galois FCSR的进位分布是不均衡的。 In this paper, a way in which the carry register of Galois FCSR transits is abstracted in order to get an ideal model.Based on this model,a lower bound for the probability of zero carry is estimated and the distribution of the carry register is proved not uniform.

作者王中孝戚文峰

机构地区信息工程大学信息工程学院

出处《信息工程大学学报》 2010年第2期147-151,共5页 Journal of Information Engineering University

关键词 GALOIS FCSR 进位寄存器理想模型 Galois FCSR carry register ideal model

分类号 O157.4 [理学—基础数学]

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1Klapper A,Goresky M.2-adic shift registers,fast software encryption[C]//Proceeding of 1993 Cambridge Security Workshop,LNCS 809,1994:174-178.
2Klapper A,Goresky M.Feedback shift registers,2-adic span,and combiners with memory[J].J.Cryptology,1997,10(2):111-147.
3Arnault F,Berger T P.F-FCSR:Design of a new class of stream ciphers[C]//Fast Software Encryption 2005,LNCS 3557.2005:83-97.
4Arnault F,Berger T P,Cedric Lauradoux.Update on F-FCSR stream cipher[EB/OL].[2009-03-10].http://www.ecrypt.eu.org/stream/papers.html.
5Hell M,Johansson T.Breaking the F-FCSR-H stream cipher in real time[C]//Advances in Cryptology-CRYPTO'08,LNCS 5350,2008:557-569.
6Klapper A,Goresky M.Cryptanalysis based on 2-adic rational approximation[C]//Advances in Cryptology-CRYPTO'95,LNCS 963,1995:262-273.
7Arnault F,Berger T P.Design of new pseudorandom generators based on a filtered FCSR Automation[J].IEEE Transaction on Information Theory,2005,54(11):1347-1383.
8Fischer S,Meier W,Stegemann D.Equivalent representations of the F-FCSR keystream generator[C]//SASC 2008-The State of the Art of Stream Ciphers,2008:87-96.
9Xu H,Qi W F.Autocorrelations of maximum period FCSR sequences[J].SIAM Journal on Discrete Mathematics,2006,20(3):568-577.

1薛帅,戚文峰.d-FCSR记忆状态分析[J].信息工程大学学报,2007,8(4):388-390.
2韦莎莎.新旧人教版初中数学教材中的几何概念与定义方式[J].教育界（综合教育）,2015(10):113-113.
3LI Fulin,HU Honggang,ZHU Shixin.FCSR PERIODIC MULTISEQUENCES WITH MAXIMAL JOINT N-ADIC COMPLEXITY AND LARGE k-ERROR JOINT N-ADIC COMPLEXITY OVER Z/(N)[J].Journal of Systems Science & Complexity,2014,27(2):370-381.
4尤玉成.微分中值定理的证明及推广[J].湖北工业职业技术学院学报,1988,0(1):64-69.
5Qi Wenfeng Xu HongDept of Appl.Math,Zhengzhou Information Engineering Univ., Zhengzhou 450002,China.ON THE LINEAR COMPLEXITY OF FCSR SEQUENCES[J].Applied Mathematics(A Journal of Chinese Universities),2003,18(3):318-324. 被引量：2
6侯泉文,庞述先.公开课背景下大学物理实验课教学的思考[J].物理与工程,2014,24(S1):119-120.
7舒小平.梯度功能压电复合材料球壳的热弹性近似解[J].功能材料,2007,38(A09):3647-3649.
8蔡坤,张洪武,罗阳军,陈飚松.基于Wolff法则连续体拓扑优化方法中的参数分析[J].应用力学学报,2007,24(2):242-248. 被引量：1
9牟其善,李娟,刘玉真.粒子自旋4阶辛格式计算误差研究[J].山东科学,2007,20(6):45-50.
10李忠武.局部搜索中随机算法策略探讨[J].电子商务,2017,18(2):54-55.

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Galois FCSR进位分布研究

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