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| 环Z_q~n上函数线性结构及其性质的研究 | |
| 引用本文： | 鲍皖苏. 环Z_q~n上函数线性结构及其性质的研究[J]. 信息安全与通信保密, 1997, 0(1) |
| 作者姓名： | 鲍皖苏 |
| 作者单位： | 解放军电子技术学院 郑州 |
| 摘 要： | 本文在Z_q~n(q=p_1*p_2,p_1、p_2是素数)上研究了函数f(x)的线性结构点性质并对函数f(x)的恒变线性结构点进行了分类,提出了零因子、非零因子恒变线性结构点两个全新的概念,讨论了恒变线性结构点之间的相互关系,指出了函数f(x)的非零谱值点与线性结构点之间的内在关系。 |
| 关 键 词： | Walsh谱 线性结构点 第k类恒变线性结构点 非零因子恒变线性结构点 |
Study of Linera Structure of Furctions and it's Properties on Ring Z_q~n |
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| Bao Wansu. Study of Linera Structure of Furctions and it's Properties on Ring Z_q~n[J]. China Information Security, 1997, 0(1) | |
| Authors: | Bao Wansu |
| Affiliation: | PLA Electronic Technology College Zhengzhou 450004 |
| Abstract: | In this paper,we study the linear structure of function and it's properties on ring Zqn(q=p1*p2,p1,p2 is prime),give out two new concepts-nonzero divisor variant -permanently linear structure and zero divisor variant - permanently linear structure,classify the vriant -permanently linear structure of function and show their correlations,finally,point out the correlations between linear structure and points taking nonzero spectrum. |
| Keywords: | Walsh spectrum linear structrue the kth variant - permantly linear structure nonzero divisor variant-permanently linear structure zero divisor variant - permanently linear structure |
| 本文献已被 CNKI 等数据库收录！ | |