Computer Science ›› 2016, Vol. 43 ›› Issue (11): 230-233.doi: 10.11896/j.issn.1002-137X.2016.11.045
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HUANG Jing-lian and WANG Zhuo
| [1] Courtois N,Meier W.Algebraic attacks on stream ciphers withlinear feedback[C]∥Advances in Cryptology-EUROCRYPT 2003.Warsaw,Poland,2003,LNCS,2656:345-359 [2] Carlet C,Zeng X Y.Further properties of several classes ofBoolean functions with optimum algebraic immunity[J].Designs,Codes and Cryptography,2009,52(3):303-338 [3] Carlet C.A method of construction of balanced functions withoptimum algebraic immunity[C]∥Proceedings of the First International Workshop on Coding and Cryptography.Fujian,2007:25-43 [4] Li Y,Yang M,Kan H B.Constructing and counting Booleanfunctions on even variables with maximum algebraic immunity[J].IEICE Transactions on Fundamentals,2010,93-A(3):640-643 [5] Rizomiliotis P.On the resistance of Boolean functions against algebraic attacks using univariate polynomial representation[J].IEEE Transactions on Information Theory,2010,56(8):4014-4024 [6] Tu Z R,Deng Y P.A class of 1-resilient function with high nonlinearity and algebraic immunity[R].Ryptography ePrint Archive,Report 2010,2010/179 [7] Wang Q,Peng J,Kan H,et al.Constructions of cryptographically significant Boolean functions using primitive polynomials[J].IEEE Transactions on Information Theory,2010,56(6):3048-3053 [8] Li C L,Zhang H G,Zeng X Y,et al.The lower bound on the second-order nonlinearity for a class of Bent functions[J].Chinese Journal of Computers,2012,35(8):1588-1593(in Chinese) 李春雷,张焕国,曾祥勇,等.一类Bent函数的二阶非线性度下界[J].计算机学报,2012,5(8):1588-1593 [9] Sarkar S,Gangopadhyay S.On the second order nonlinearity of a cubic Maiorana-McFarland Bent Functions[J].International Journal of Foundations of Computer Science,2010,21(3):243-254 [10] Su S H,Tang X H.Construction of rotation symmetric Boolean functions with optimal algebraic immunity and high nonlinearity[J].Designs,Codes and Cryptography,2014,71(2):183-199 [11] Chen Y D,Zhang Y N,Tian W.Construction of Even-variableRotation Symmetric Boolean Functions with Optimal Algebraic Immunity[J].Journal of Cryptologic Research,2014,1(5):437-448(in Chinese) 陈银冬,张亚楠,田威.具有最优代数免疫度的偶数元旋转对称布尔函数的构造[J].密码学报,2014,1(5):437-448 [12] Sarkar S,Maitra S.Construction of rotation symmetric Boolean functions with optimal algebraic immunity[J].Computation Systems,2009,12(3):267-284 [13] Fu S,Qu L,Li C,et al.Balanced rotation symmetric Boolean functions with maximum algebraic immunity[J].IET Information Security,2011,5(2):93-99 [14] Dong D S,Li C,Qu L J,et al.Rotation symmetric Boolean functions in even-variable maximum algebraic immunity[J].Journal of National University of Defense Technology,2012,34(4):85-89(in Chinese) 董德帅,李超,屈龙江,等.偶变元MAI 旋转对称布尔函数[J].国防科技大学学报,2012,34(4):85-89 [15] Rothaus O S.On bent functions[J].Journal of CombinatorialTheory,Series A,1976,20:300-305 [16] 温巧燕,钮心忻,杨义先.现代密码学中的布尔函数[M].北京:科学出版社,2000 [17] Li W,Wang Z,Huang J.The e-derivative of boolean functions and its application in the fault detection and cryptographic system[J].Kybernetes,2011,40(5/6):905-911 [18] Huang J L,Wang Z.The relationship between correlation im-mune and weight of H Boolean function[J].Journal on Communications,2012,33(2):110-118(in Chinese) 黄景廉,王卓.H布尔函数的相关免疫性与重量的关系[J].通信学报,2012,33(2):110-118 [19] Zhao M L.Method of detecting special logic function based on Boolean e-derivative[J].Journal of Zhejiang University (Science Edition),2014,41(4):424-426(in Chinese) 赵美玲.基于布尔e导数的特殊逻辑函数检测方法[J].浙江大学学报(理学版),2014,41(4):424-426 |
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