Construction of Semi-Bent Boolean Functions in Even Number of Variables

Semi-bent functions in even number of variables are a class of important Boolean functions which have three values of Walsh coefficients, and so far only a few classes of such semi-bent functions have been found. In this paper, we give some concrete constructions of semibent Boolean functions in eve...

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Bibliographic Details
Published in:电子学报：英文版 2009-04, Vol.18 (2), p.231-237
Main Author: SUN Guanghong WU Chuankun
Format: Article
Language:English
Subjects:
函数类
布尔函数
沃尔什
混凝土结构
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Summary:Semi-bent functions in even number of variables are a class of important Boolean functions which have three values of Walsh coefficients, and so far only a few classes of such semi-bent functions have been found. In this paper, we give some concrete constructions of semibent Boolean functions in even number of variables.
ISSN:1022-4653