位置：成果数据库 > 期刊 > 期刊详情页
Linearity properties of binary FCSR sequences
  • ISSN号：0925-1022
  • 期刊名称：Designs Codes and Cryptography
  • 时间：0
  • 页码：249-262
  • 语言：英文
  • 相关项目：环上本原序列模2压缩映射及其导出序列分析
作者： Wen-Feng Qi|Tian Tian|
同期刊论文项目
环上本原序列模2压缩映射及其导出序列分析
期刊论文 39 会议论文 3
同项目期刊论文
A note on the crosscorrelation of maximal length FCSR sequences
Distribution properties of compressing sequences derived from primitive s equences over Z/(p e )
On the construction of Boolean functions with optimal algebraic immunity
The 2-error linear complexity of 2n-periodic binary sequences
私钥p, q 共享低位比特RSA体制的小指数攻击
2mpn周期二元序列的线性复杂度和k-错线性复杂度
A note about the cyclotomic polynomial Φpq(x) and some related results
Klimov-Shamir T-函数的代数结构
F2上2n-周期序列的k-错误序列
On the distinctness of modular reductions of maximal length sequences modulo odd prime powers
On the distinctness of maximal length sequences over Z/(pq) modulo 2
Autocorrelation and distinctness of decimations of l-sequences based on primes
Period and complementarity properties of FCSR memory sequences
Boolean function of an odd number of variables with maximum algebraic immunity
Injective maps on primitive sequences over Z/(pe)
Fp上pn-周期序列的1-错线性复杂度
A large class of binary ZCZ sequence families constructed by period doubling
Autocorrelations of l-sequences with certain shifts
The 2-error linear complexity of 2n-periodic binary sequences with linear complexity 2n - 1
Uniqueness of the distribution of zeroes of primitive level sequences over Z/(pe) (II)
Injectivity of compressing maps on primitive sequences over Z/(pe)
Further result of compressing maps on primitive sequences modulo odd prime powers
一种高效短群签名的批验证
基于单圈T-函数序列的pattern分布
平衡收缩序列的安全性分析
高非线性度向量弹性函数
Fp上p^n-周期序列的k-错误序列
环Z／（2^e）上压缩序列ae-1＋η（a0,a1,…,ae-2）的局部保熵性
Fp上p^n-周期序列的1-错线性复杂度
A LARGE CLASS OF BINARY ZCZ SEQUENCE FAMILIES CONSTRUCTED BY PERIOD DOUBLING
INJECTIVE MAPS ON PRIMITIVE SEQUENCES OVER Z/（p^e）
具有强安全性的不含双线性对的无证书签名方案
A note about the cyclotomic polynomial Фpq（x） and some related results
短群签名的高效批验证
两种无证书签密方案的安全性分析
单圈T-函数导出的de Bruijn序列