Linear complexity over and 2-adic complexity of a class of binary generalized cyclotomic sequences with good autocorrelation
Y Wang, X Han, W Wang, Z Heng - Designs, Codes and Cryptography, 2022 - Springer
A class of binary sequences with period 2 p is constructed using generalized cyclotomic
classes, and their linear complexity, minimal polynomial over F q as well as 2-adic …
classes, and their linear complexity, minimal polynomial over F q as well as 2-adic …
两类广义分圆序列的自相关值.
王艳， 韩西林， 闫联陶， 相乃姣 - Journal of Capital Normal …, 2023 - search.ebscohost.com
基于广义分圆理论, 构造了一类周期为2p 的二元广义分圆序列和一类周期为pq
的二元广义分圆序列, 利用分圆数和差集理论讨论了这2 类序列的自相关函数值. 对于周期为2p …
的二元广义分圆序列, 利用分圆数和差集理论讨论了这2 类序列的自相关函数值. 对于周期为2p …
Linear complexity over and 2-adic complexity of a class of binary generalized cyclotomic sequences with low-value autocorrelation
Y Wang, X Han, W Wang, Z Heng - arXiv preprint arXiv:2109.02095, 2021 - arxiv.org
A class of binary sequences with period $2 p $ is constructed using generalized cyclotomic
classes, and their linear complexity, minimal polynomial over ${\mathbb {F} _ {{q}}} $ as well …
classes, and their linear complexity, minimal polynomial over ${\mathbb {F} _ {{q}}} $ as well …
Partial direct product difference sets and almost quaternary sequences.
In this paper, we study the $ m $-ary sequences with (non-consecutive) two zero-symbols
and at most two distinct autocorrelation coefficients, which are known as almost $ m $-ary …
and at most two distinct autocorrelation coefficients, which are known as almost $ m $-ary …