1) addition-module cyclic group
加模循环群
2) cyclic additive group
循环加群
3) multiplication-module cyclic group
乘模循环群
4) cyclic shift plus on F2
循环移位模2加
1.
A decision theorem is given for the linear branch numbers and the difference branch numbers of the invertible linear transformations on F8×42,And a siuplified decision theorem is given for a specialinvertible linear transformation,namely the cyclic shift plus on F2.
对F82×4上可逆线性变换给出了其线性分支数和差分分支数的一个判定定理,并对特殊的可逆线性变换即循环移位模2加给出了简化的判定条件。
5) cycle group
循环群
1.
This paper proposes a new group signature scheme derived from a proxy signature scheme which can solve the above problems,and the order of cycle group adopted by this scheme is a public parameter,and the length of group public key is fixed.
本文提出一种从代理签名演化而来的新的群签名方案,能够解决这一问题,并且本方案所采用的循环群的阶为一公开参数,群公钥长度固定。
2.
The idea making use of producing matrix on the cycle group,this paper has discussed the property about R-grade cycle matrix and the question about R-grade cycle matrix diagonalization,brought to light the relations between one type diagonalization similar matrix and R-grade cycle matrix.
本文利用循环群上生成矩阵的方法,讨论n阶R循环矩阵的性质与对角化的问题,揭示一类可对角化相似矩阵与R循环矩阵的关系。
3.
It is prove that groups of order p2 can be divided into two kinds in the isomorphism sense:(1) cycle group;(2)commutative group which can be written as a product of two cycle proper-subgroup of order p.
证明了在同构意义下p2阶群共有两类:一类是循环群,一类是可分解为两个p阶真循环子群乘积的可换群。
6) P-group of cycles
P-循环群
补充资料：循环模
循环模
cydic module
循环模【。心icnl回川e冲脚期侧“拍晦M卿对刀‘]，环R上的(左) 同构于商模R/I的左模，I是R的某个左理想.特别地，不可约模是循环模.与循环模相关的有K乃the间题(K汤the Pr oblem)(见[41):什么环上任一模(或有限生成模)都同构于循环模的直和?在交换环类中，这种环恰为户Jtin主理想环(见【11，131).对于其上每个有限生成模都是循环模的直和的交换环也已有完全的刻画([21).
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条