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• W3028738156 abstract "Non-Linear Feedback Shift Registers (NLFSR) are a generalization of Linear Feedback Shift Registers (LFSRs) in which a current state is a nonlinear function of the previous state. The interest in NLFSRs is motivated by their ability to generate pseudo-random sequences which are usually hard to break with existing cryptanalytic methods. However, it is still not known how to construct large n-stage NLFSRs which generate full cycles of 2n possible states. This paper presents a method for generating full cycles by a composition of NLFSRs. First, we show that an n ∗ k-stage register with period O(22n) can be constructed from k n-stage NLFSRs by adding to their feedback functions a logic block of size O(n ∗ k). This logic block implements Boolean functions representing the set of pairs of states whose successors have to be exchanged in order to join cycles. Then, we show how to join all cycles into one by using one more logic block of size O(n ∗ k2) and an extra time step. The presented method is feasible for generating very large full cycles." @default.
• W3028738156 created "2020-06-05" @default.
• W3028738156 creator A5011438358 @default.
• W3028738156 date "2012-01-01" @default.
• W3028738156 modified "2023-10-02" @default.
• W3028738156 title "A Method for Generating Full Cycles by a Composition of NLFSRs." @default.
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• W3028738156 hasPublicationYear "2012" @default.
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