incomplete exponential sums over galois rings with applications to some     binary sequences derived from z(2l)

	incomplete exponential sums over galois rings with applications to some binary sequences derived from z(2l)
	Hu HG ; Feng DG ; Wu WL
刊名	IEEE TRANSACTIONS ON INFORMATION THEORY
	2006
卷号	52 期号:5 页码:2260-2265
关键词	aperiodic correlation highest level sequences incomplete exponential sums over Galois rings Kerdock-code binary sequences partial period distribution r-pattern
ISSN号	0018-9448
学科主题	Computer Science ; Information Systems; Engineering ; Electrical & Electronic
收录类别	SCI
公开日期	2011-07-13
附注	An upper bound for the incomplete exponential sums over Galois rings is derived explicitly. Based on the incomplete exponential sums, we analyze the partial period properties of some binary sequences derived from Z(2)i in detail, such as the K
内容类型	期刊论文
源URL	[http://124.16.136.157/handle/311060/11542]
专题	软件研究所_信息安全国家重点实验室_期刊论文
推荐引用方式 GB/T 7714	Hu HG,Feng DG,Wu WL. incomplete exponential sums over galois rings with applications to some binary sequences derived from z(2l)[J]. IEEE TRANSACTIONS ON INFORMATION THEORY,2006,52(5):2260-2265.
APA	Hu HG,Feng DG,&Wu WL.(2006).incomplete exponential sums over galois rings with applications to some binary sequences derived from z(2l).IEEE TRANSACTIONS ON INFORMATION THEORY,52(5),2260-2265.
MLA	Hu HG,et al."incomplete exponential sums over galois rings with applications to some binary sequences derived from z(2l)".IEEE TRANSACTIONS ON INFORMATION THEORY 52.5(2006):2260-2265.