学术期刊
切换导航
首 页
文 章
期 刊
投 稿
预 印
会 议
书 籍
新 闻
合 作
我 们
按学科分类
Journals by Subject
按期刊分类
Journals by Title
核心OA期刊
Core OA Journal
数学与物理
Math & Physics
化学与材料
Chemistry & Materials
生命科学
Life Sciences
医药卫生
Medicine & Health
信息通讯
Information & Communication
工程技术
Engineering & Technology
地球与环境
Earth & Environment
经济与管理
Economics & Management
人文社科
Humanities & Social Sciences
合作期刊
Cooperation Journals
首页
数学与物理
理论数学
Vol. 11 No. 10 (October 2021)
期刊菜单
最新文章
历史文章
检索
领域
编委
投稿须知
文章处理费
最新文章
历史文章
检索
领域
编委
投稿须知
文章处理费
2-弧传递基图的一些零散构造
Some Sporadic Constructions of 2-Arc Transitive Base Graphs
DOI:
10.12677/PM.2021.1110197
,
PDF
,
被引量
国家自然科学基金支持
作者:
凌 波
:云南民族大学数学与计算机科学学院,云南 昆明
关键词:
2-弧传递图
;
PA型图
;
自同构群
;
AS型图
;
2-Arc-Transitive Graph
;
Graph of PA Type
;
Automorphism Group
;
Graph of AS Type
摘要:
本文主要给出一些2-弧传递基图的例子构造,包括一些零散的PA型2-弧传递基图和一个AS型2-弧传递基图。
Abstract:
This paper gives some examples of 2-arc transitive base graphs, including some sporadic PA type 2-arc transitive base graphs and an AS type 2-arc transitive base graph.
文章引用:
凌波. 2-弧传递基图的一些零散构造[J]. 理论数学, 2021, 11(10): 1752-1756.
https://doi.org/10.12677/PM.2021.1110197
参考文献
[1]
Praeger, C.E. (1992) An O’Nan-Scott Theorem for finite Quasiprimitive Permutation Groups and an Application to 2-Arc-Transitive Graphs. Journal of the London Mathematical Society, s2-47, 227-239. [
Google Scholar
] [
CrossRef
]
[2]
Ivanov, A.A. and Praeger, C.E. (1993) On Finite Affine 2-Arc Transitive Graphs. European Journal of Combinatorics, 14, 421-444. [
Google Scholar
] [
CrossRef
]
[3]
Fang, X.G. and Praeger, C.E. (1999) Finite Two-Arc Transitive Graphs Admitting a Suzuki Simple Group. Communications in Algebra, 27, 3727-3754. [
Google Scholar
] [
CrossRef
]
[4]
Fang, X.G. and Praeger, C.E. (1999) Finite Two-Arc Transitive Graphs Admitting a Ree Simple Group. Communications in Algebra, 27, 3755-3769. [
Google Scholar
] [
CrossRef
]
[5]
Baddeley, R. (1993) Two-Arc Transitive Graphs and Twisted Wreath Products. Journal of Algebraic Combinatorics, 2, 215-237.
[6]
Li, C.H. and Seress, A. (2006) Constructions of Quasiprimitive Two-Arc Transitive Graphs of Product Action Type. Finite Geometries, Groups and Computation, 115-124.
[7]
Bosma, W., Cannon, C. and Playoust, C. (1997) The MAGMA Algebra System I: The User Language. Journal of Symbolic Computation, 24, 235-265. [
Google Scholar
] [
CrossRef
]
投稿
为你推荐
友情链接
科研出版社
开放图书馆