1) coset graph
陪集图
1.
The CI-property of coset graphs of groups with order qp;
qp阶群陪集图的CI性
2.
The Cayley graph and Sabidussi coset graph are the classical representativities of these graphs.
通常图的对称性的描述是通过图的全自同构群的某种传递性质,这类传递图的典型代表是Cayley图和Sabidussi陪集图,本文主要目的是研究4p阶及6p阶群的Cayley图及陪集图的CI性和正规性。
3.
The classical representations of these type graphs are Cayleygraphs and Sabidussi Coset graphs.
这类图的典型代表是Cayley图和Sabidussi陪集图。
2) sabidussi coset graphs
Sabidussi陪集图
3) cayley right coset graph
Cayley右陪集图
4) CI-property of coset graph
陪集图的CI性
1.
The CI-property of coset graphs of groups with order qp;
qp阶群陪集图的CI性
5) Cayley coset digraph
Cayley陪集有向图
1.
Connectivities of Cayley coset digraphs;
Cayley陪集有向图的连通度
6) coset
[英]['kəuset] [美]['kosɛt]
陪集
1.
A Coset Searching Algorithm Based on Quantum Low-density-parity-check Codes;
一种基于量子低密度奇偶校验码的陪集搜索算法
2.
High-dimensional affine codes were constructed using weak block designs, where the s-dimensional coset of s-dimensional affine geometry G(m,p) over a finite field F_p was taken as an informational bit, and every s-dimensional coset family corresponding each element was regarded as a check line.
利用弱区组设计的方法,以Fp上的m维仿射几何G(m,p)的s维陪集为信息位,将每个元素对应的s维陪集族作为监督维线,构造了高维仿射码,并且分析了该码的码长、维数、极小码距和码率。
3.
With regard to the section of coset in algebraic structure, a series of well-mastered concepts including equivalent relationship and division are applied, and typical examples are cited to introduce the conception of equivalent relationship-coset relationship defined through subgroup.
对于其中代数结构部分的陪集一节,应用已经熟知的等价关系和划分的概念,通过引例导出由子群定义的等价关系———陪集关系,进而得到群的划分———陪集,再研究陪集的性质。
补充资料：陪集
陪集
coset
陪集[~t;eMe袱u。盛翻aeel，子群11在群G中的(左) G中形式为 aH二笼ah:h任H}的元素的集合，其中a是G的一个固定元素.这个陪集也称为11在G中由a确定的左陪集.每个左陪集由它的任一元素决定.aH=H当且仅当a任H.对所有a，b‘G，陪集aH和bH或相等或无交.于是，G可分解成H的互不相交的左陪集的并集;这个分解称为G对于H的车分解(leftde~娜ition).类似地，可定义右陪集( right姗ets)(是集合Ha，a任G)和G对H的有兮解(righ‘decom卿ition)·这些分解由相同个数的陪集组成(在无限的情形，它们有相等的势).这个数(势)称为子群H在G中的指数(index of thesubgrouP).对于正规子群，左分解和右分解重合，这时可简单地称群对于平规矛群的分解(decom娜itionof”norlnal group).0.入H般Hosa撰[补注]也见正规子群(non力a】subgrouP).
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