A new characterization of 2-resilient rotation symmetric Boolean functions

Jiao DU; Ziyu CHEN; Le DONG; Tianyin WANG; Shanqi PANG

doi:10.1587/transfun.2022EAL2096

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A new characterization of 2-resilient rotation symmetric Boolean functions

Jiao DU, Ziyu CHEN, Le DONG, Tianyin WANG, Shanqi PANG

著者情報

キーワード: Cryptography, Rotation symmetry, Support table, Orthogonal array, Resilient function

ジャーナルフリー早期公開

論文ID: 2022EAL2096

DOI https://doi.org/10.1587/transfun.2022EAL2096

この記事には本公開記事があります。

The final version of this article is now available: Vol. E106.A (2023), No. 9 pp. 1268-1271

詳細

抄録

In this paper, the notion of 2-tuples distribution matrices of the rotation symmetric orbits is proposed, by using the properties of the 2-tuples distribution matrix, a new characterization of 2-resilient rotation symmetric Boolean functions is demonstrated. Based on the new characterization of 2-resilient rotation symmetric Boolean functions, constructions of 2-resilient rotation symmetric Boolean functions (RSBFs) are further studied, and new 2-resilient rotation symmetric Boolean functions with prime variables are constructed.

責任著者(Corresponding author)

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