Lower Bounds on Linear Complexity of Digital Sequences Products of LRS and Matrix LRS over Galois Ring

Author:

Tsypyschev V. N.

Publisher

Springer International Publishing

Reference29 articles.

1. Bylkhov, D.: Second digital sequence of maximal period linear recurrence over ring $$\mathbb{Z}_8$$ . Probl. Discrete Math. 6, 9–10 (2013). Addendum

2. Goltvanitsa, M.A., Zaitsev, S.N., Nechaev, A.A.: Skew linear recurring sequences of maximal period over Galois rings. J. Math. Sci. 187(2), 115–128 (2012)

3. Goresky, M., Klapper, A.: Algebraic Shift Register Sequences, vol. xv, 498 pages. Cambridge University Press, Cambridge (2012). ISBN 978-1-107-01499-2/hbk

4. Helleseth, T., Martinsen, M.: Binary sequences of period $$2^m-1$$ with large linear complexity. Inf. Comput. 151, 73–91 (1999)

5. Khamlovsky, O.: Distribution properties of rows and columns of matrix linear recurrent sequences of first order. Math. Aspects Cryptol. 6(4), 65–76 (2015). (in Russian)

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