Citation: | WANG Jingjing, ZHAO Min, YANG Zhiyao, et al., “Constructions of Balanced Quaternary Sequences,” Chinese Journal of Electronics, vol. 29, no. 3, pp. 463-467, 2020, doi: 10.1049/cje.2020.03.002 |
K.T.Arasu, C.S.Ding, T. Helleseth, et al. “Almost difference sets and their sequence with optimal autocorrelation”, IEEE Transactions on Information Theory, Vol.47, No.7, pp.2934-2943, 2001.
|
K.T.Arash, W.D.Launey and S.L.Ma, “On circulant complex Handmard matrices”, Designs. Codes and Cryptography, Vol.35, No.2, pp.123-142, 2002.
|
S.W.Golomb and G.Gong, Signal Design for Good Correlation for Wireless Communication, Cryptography, and Radar, Cambridge: Cambridge University Press, 2005.
|
X.H.Tang and C.Ding, “New classes of balanced quaternary and almost balanced binary sequences with optimal autocorrelation value”, IEEE Transactions on Information Theory, Vol.56, No.12, pp.6398-6399, 2010.
|
H.Xiong, L.Qu and C.Li, “2-adic complexity of binary sequences with interleaved structure”, Finite Fields and Their Applications, Vol.33, pp.14-28, 2015.
|
C.Ding, T.Helleseth and K.Y.Lam, “Several classes of binary sequences with three-level autocorrelation”, IEEE Transactions on Information Theory, Vol.45, No.7, pp.2606-2612, 1999.
|
T.J.Yan, “New binary sequences of period pq with low values of correlation and large linear complexity”, International Journal of Network Security, Vol.10, No.3, pp.185-189, 2008.
|
W.Su, Y.Yang, Z.Zhou, et al. “New quaternay sequences of even length with optimal auto-correlation”, Science China Information Sciences, Vol.61, Article No.022308, Page 4, 2018.
|
X.H.Tang and G.Gong, “New constructions of binary sequences with optimal autocorrelation value/magnitude”, IEEE Transations on Information Theory, Vol.56, No.3, pp.1278-1286, 2010.
|
L.Q.Hu, Y.Qin and M.H.Wang, “The linear complexity of Whiteman’s generalized cyclotomic sequences of period pm+1qn+1”, IEEE Transactions on Information Theory, Vol.58, No.8, pp.5534-5543, 2012.
|
L.Q.Hu and Q.Yue, “Autocorrelation value of Whiteman generalized cyclotomic sequence”, Journal of Mathematical Research with Applications, Vol.32, No.4, pp.415-422, 2012.
|
X.H.Tang and C.S.Ding, “New classes of balanced quaternary and almost balanced sequences with optimal autocorrelation value”, IEEE Transactions on Information Theory, Vol.56, No.12, pp.6398-6405, 2010.
|
F.X.Zeng, X.P.Zeng, X.Y.Zeng, et al. “Several types of sequences with optimal autocorrelation properties”, IEICE Transactions Fundamentals of Electronics Communications and Computer Sciences, Vol.E96, No.A(1), Page 367, 2013.
|
G.Gong, “Theory and applications of q-ary interleaved sequences”, IEEE Transactions on Information Theory, Vol.41, No.20, pp.400-411, 1995.
|
R.Meng and T.J.Yan, “New constructions of binary interleaved sequences with low autocorrelation”, International Journal of Network Security, Vol.19, No.4, pp.546-550, 2017.
|
X.H.Tang and C.S.Ding, “New classes of balanced quaternary and almost balanced binary sequences with optimal autocorrelation value”, IEEE Transformations on Information Theory, Vol.56, No.12, Page 6398, 2010.
|
S.M.Krone and D.V.Sarwate, “Quadriphase sequences for spread spectrum multiple-access communication”, IEEE Transformations on Information Theory, Vol.30, No.3, pp.520-529, 1984.
|
X.H.Tang and C.S.Ding, “New classes of balanced quaternary and almost balanced binary sequences with optimal autocorrelation vValue”, IEEE Transformations on Information Theory, Vol.56, No.12, pp.6401-6402, 2010.
|