Quaternary Generalized Boolean Bent Functions Obtained Through Permutation of Binary Boolean Bent Functions
2018 IEEE 48th International Symposium on Multiple-Valued Logic (ISMVL)(2018)
摘要
Various generalizations of binary Boolean bent functions have some applications in both binary and multiple-valued domain. The generalized Boolean functions having binary variables but taking four different values are of a special interest due to simple realizations. In this paper, we study how relationships between binary bent functions and generalized Boolean bent functions with quaternary values can be used to construct these functions.
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关键词
Bent functions,Quateranry functions,Gibbs derivatives,Spectral techniques
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