电子科学 |
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含无关项布尔函数的对称变量检测算法 |
张永波1, 厉晓华2 |
1. 浙江旅游职业学院信息中心, 浙江 杭州 311231; 2. 浙江大学 信息中心, 浙江 杭州 310027 |
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An algorithm for identifying symmetric variables of Boolean function with don't-care-terms |
ZHANG Yongbo1, LI Xiaohua2 |
1. Campus Information Center, Tourism College of Zhejiang, Hangzhou 311231, China; 2. Campus Information Center of Zhejiang University, Hangzhou 310027, China |
[1] RICE J, MUZIO J. Antisymmetries in the realization of Boolean functions[C]//IEEE International Symposium on Circuits and Systems. Phoenix, AZ:IEEE,2002:69-72. [2] BLAIS E, WEINSTEIN A, YOSHIDA Y. Partially symmetric functions are efficiently isomorphism-testable[C]//IEEE 53rd Anual Smposium on Fundation of Computer Science.Washington:IEEE,2012:551-560. [3] PENG J, WU Q, KAN H. On symmetric Boolean functions with high algebraic immunity on even number of variables[J]. IEEE Transations on Information Theory,2011,57(10):7205-7220. [4] WANG H, PENG J. On 2k-variable symmetric Boolean functions with maximum algebraic immunity[J]. IEEE Transations on Information Theory,2012,58(8):5612-5624. [5] MUKHOPADHYAY A. Detection of total or partial symmetry of a switching function with the use of decomposition charts[J]. IEEE Transations on Electronic Computers,1963,EC(12):553-557. [6] HURST S L. Detection of symmetries in combinatorial functions by spectral means[J]. Electronic Circuits and System,1977,1(5):173-180. [7] KANNURAO S, FALKOWSKI B. Identification of complement single variable symmetry in Boolean functions through Walsh transform[C]//IEEE International Symposium on Circuits and Systems. Phoenix, AE:IEEE,2002:745-748. [8] 练益群,厉晓华,陈偕雄.基于表格法的部分对称函数检测[J].科技通报,2005,21(2):214-217. LIAN Y Q, LI X H, CHEN X X. Detection of partial symmetric functions based on tabular method[J]. Bulletin of Science and Technology,2005,21(2):214-217. [9] 厉晓华,杭国强,陈偕雄.逻辑函数对称变量检测算法[J].电路与系统学报,2013,18(2):31-35. LI X H, HANG G Q, CHEN X X. The algorithm for identifying symmetric variable of logical function[J]. Journal of Circuits and Systems,2013,18(2):31-35. |
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