IACR News item: 27 August 2014
Ming Li, Dongdai Lin
ePrint Report
In this paper, We find a way to construct FSRs. The constructed FSRs can be depicted in many ways.
They are just the FSRs whose characteristic polynomial can be written as $g=(x_0+x_1)*f$ for some $f$.
Their adjacency graphs do not contain self-loops. Further more, we can divide the vertexes in their adjacency graphs into two sets such that
the edges are all between the two sets. The number of this class of FSRs is also considered. Besides, some applications in
LFSRs and constructing full cycles are presented.
Additional news items may be found on the IACR news page.