1) random number
类同余法
1.
A kind of random numbers generated by congruence and their testing;
用类同余法产生随机数及其检验
2) congruence class ring
同余类环
1.
Properties of n-th completely linear subgroup on modulus of congruence class ring;
模m同余类环生成的n阶完全线性子群的阶的计算
3) congruence class
同余类
1.
This article has established an algebra system that is composed by the multinomial congruence class,proven this algebra system is a finite field,and explained that the converse of any multinomial exists and is unique in the field.
建立了一个由多项式的同余类组成的代数系统,证明了该代数系统是有限域,说明域中任意多项式的逆多项式存在且唯一,详细描述了一种多项式求逆的方法和用域中的多项式对明文进行加密和解密的算法,从而给出了一新的密码系统。
2.
The new type of linear codes are to take the con-gruence class in the congruence class ring R/I_1∩I_2∩…∩I_n for the information bit, to em-bed R/J_i into R/I_1∩I_2∩…∩I_n as a subring of R/I_1∩I_2∩…∩I_n, and to regard thecosets of R/J_i in R/I_1∩I_2∩…∩I_n as check lines.
这种新型线性码是将同余类环 R/I_1∩I_2∩…∩I_n中的同余类作为信息位,将 R/J_i嵌入 R/I_1∩I_2∩…∩I_n,视其为R/I_1∩I_2∩…∩I_n的子环,R/J_i在R/I_1∩I_2∩…∩I_n中的陪集作为监督维线。
3.
What subsets of an ordered semigroup S can serve as a congruence class of certain regular congruence on S is still an open problem to be solved.
什么样的子集可以作为一个序半群的正则同余的同余类仍是一个公开问题。
4) group of congruence classes
同余类群
6) confusion over law
混同余法
1.
This paper discusses the confusion over law,more than confuse uniform random numbers generated by Mathematica and the use of a random number distribution of the various methods used by the computer by means of pseudo-random number for hypothesis testing approach.
通过对余数法、混同余法产生均匀随机数的方法和利用Mathematica软件产生各种分布的随机数方法的讨论,并利用计算机手段对所得到的伪随机数进行假设检验的方法。
补充资料：余一余三
1.《礼记．王制》:"以三十年之通，制国用。"孔颖达疏:"每年之率，入物分为四分，一分拟为储积，三分而当年所用。二年又留一分，三年又留一分。是三年揔得三分，为一年之蓄。三十年之率，当有十年之蓄。"又《汉书．食货志上》:"民三年耕，则余一年之畜……三考黜陟，余三年食。"后遂以"余一余三"谓连年丰收，家有储粮，国库充盈。
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