[1] Gottlieb Pirsic,Arne Winterhof.On the structure of digital explicit nonlinear and inversive pseudorandom number generators[J].Journal of Complexity,2010,26(1):43-50.
[2] A Peinado,A Fuster-Sabater.Generation of pseudorandom binary sequences by means of linear feedback shift registers(LFSRS) with dynamic feedback[J].Mathematical and Computer Modelling,2013,57(11-12):2596-2604.
[3] Kit-Ho Mak.More constructions of pseudorandom sequences of k symbols[J].Finite Fields and Their Applications,2014,25(1):222-233.
[4] A Kanso,N Smaoui.Logistic chaotic maps for binary numbers generations[J].Chaos,Solitons and Fractals,2009,40(5):2557-2568.
[5] Hanping Hu,LingFeng Liu,NaiDa Ding.Pseudorandom sequence generator based on the Chen chaotic system[J].Computer Physics Communications,2013,184(3):765-768.
[6] L Palacios-Luengas,G Delgado-Gutierrez,M Cruz-Irisson,J L Del-Rio-Correa,RVazquez-Medina.Digital noise produced by a non discretized tent chaotic map[J].Microelectronic Engineering,2013,112(1):264-268.
[7] Ping Li,Zhong Li,Wolfgang A Halang,Guanrong Chen.A multiple pseudorandom-bit generator based on a spatiotemporal chaotic map[J].Physics Letters A,2006,349(6):467-473.
[8] Liu Nian-sheng.Pesudo-randomness and complexity of binary sequences generated by the chaotic system[J].Communications in Nonlinear Science and Numerical Simulation,2011,16(2):761-768.
[9] M Francois,T Grosges,D Barchiesi,R Erra.Pseudo-random number generator based onmixing of three chaotic maps[J].Communications in Nonlinear Science and Numerical Simulation,2014,19(4):887-895.
[10] 孙克辉,贺少波,何毅,尹林子.混沌伪随机序列的谱熵复杂性分析[J].物理学报,2013,62(1):010501-1-010501-8. Kehui Sun,Shaobo He,Yi He,Linzi Yin.Complexity analysis of chaotic pseudo-random sequences based on spectral entropy algorithm[J].Acta Physica Sinica,2013,62(1):010501-1-010501-8.(in Chinese)
[11] Xiaoni Du,Andrew Klapper,Zhixiong Chen.Linear complexity of pseudorandom sequence generated by Fermat quotients and their generalizations[J].Information Processing Letters,2012,112(6):233-237.
[12] Fatih Ozkaynak,Sirma Yavuz.Security problems for a pseudorandom sequence generator based on the Chen chaotic system[J].Computer Physics Communications,2013,184(9):2178-2181.
[13] K J Persohn,R J Povinelli.Analyzing logistic map pseudorandom number generators for periodicity induced by finite precision floating-point representation[J].Chaos,Solitons and Fractals,2012,45(3):238-245.
[14] 盛利元,肖燕予,等.将混沌序列变换成均匀伪随机序列的普适算法[J].物理学报,2008,5(7):4007-4013. Sheng Liyuan,Xiao Yanyu,et al.A universal algorithm for transforming chaoticsequences into uniform pseudo-random sequences[J].Acta Physica Sinica,2008,5(7):4007-4013.(in Chinese)
[15] 张占锋,盛利元,刘长水.混沌伪随机序列均匀化普适算法的FPGA实现[J].计算机测量与控制,2009,17(12):2525-2554. Zhang Zhanfeng,Sheng Liyun,liu Changshui.FPGA implementation of a universal algorithm for uniformization of chaotic pseudo-random sequences[J].Computer Measurement & Control,2009,17(12):2525-2554.(in Chinese) |