Construction of Odd-Variable Resilient Boolean Functions with Optimal Degree
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概要
- 論文の詳細を見る
Constructing degree-optimized resilient Boolean functions with high nonlinearity is a significant study area in Boolean functions. In this letter, we provide a construction of degree-optimized n-variable (n odd and n ≥ 35) resilient Boolean functions, and it is shown that the resultant functions achieve the currently best known nonlinearity.
- （社）電子情報通信学会の論文
- 2011-01-01
著者
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MATSUURA Kanta
Institute of Industrial and Science, The University of Tokyo
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Li Chao
Department Of Analytical Chemistry Shenyang Pharmaceutical University
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Li Chao
Department Of Math And System Science National University Of Defense Technology
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FU Shaojing
Department of Math and System Science, National University of Defense Technology
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QU Longjiang
Department of Math and System Science, National University of Defense Technology
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Qu Longjiang
Department Of Math And System Science National University Of Defense Technology
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Matsuura Kanta
Institute Of Industrial And Science The University Of Tokyo
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Fu Shaojing
Department Of Math And System Science National University Of Defense Technology
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