1) almost difference family
拟差族
2) near difference family
拟差族
1.
The existence of the (p, 5, 3, 1)-near difference family;
一类(p,3,5,1)—拟差族的存在性
3) retively almost difference family
相对拟差族
4) difference family
差族
1.
Combinatorial designs is an important branch of Combinatorial mathematicas,and it is widely used in cryptography and coding theory [1],introduces two new types of combinatorial designs,which are called External difference family(EDF) and External balanced incomplete block design(EBIBD),but it does not give detailed research on these two designs.
文献[1]定义了两种新的组合设计:外差族(EDF)和外平衡不完全区组设计(EBIBD),但是该文献并没有对它们做出详细的研究。
2.
The necessary and sufficient conditions for the existence of a(gv,g,3,λ)-Mendelsohn difference family in Zgv are established.
差族是组合设计理论中一类十分重要的设计,利用差族可以有效地构做其他各类设计。
3.
The existence conditions of the(q,3,λ)-difference family were given.
给出了λ≤3时(q,3,λ)-差族存在的条件。
5) quasinormal family
拟正规族
1.
We obtain that if for each f ∈ (?) there is an integer k = k (f) > 1 such that the k-th iteration fk of f has q weakly repulsive fixpoints in D , then (?) is a quasinormal family with order at most max {4,q+ 2} .
本文研究亚纯函数的弱斥性不动点与拟正规族的关系,得到了以下结果: 设是区域D内的亚纯函数族,q是一个非负整数。
6) family of quasi-norms
拟范数族
补充资料：差拟
1.犹差注。拟，注拟，吏部按选人的才能拟定其官职。
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