IACR News item: 12 May 2015
Sihong Su, Xiaohu Tang
ePrint Report
In the literature, few constructions of $n$-variable rotation
symmetric bent functions have been presented, which either have
restriction on $n$ or have algebraic degree no more than $4$. In
this paper, for any even integer $n=2m\\ge2$, a first systemic
construction of $n$-variable rotation symmetric bent functions, with
any possible algebraic degrees ranging from $2$ to $m$, is proposed.
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