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Valency seven symmetric graphs of order $2 p q$

Xiao-Hui Hua; Li Chen — 2018

Czechoslovak Mathematical Journal

A graph is said to be symmetric if its automorphism group acts transitively on its arcs. In this paper, all connected valency seven symmetric graphs of order $2 p q$ are classified, where $p$ , $q$ are distinct primes. It follows from the classification that there is a unique connected valency seven symmetric graph of order $4 p$ , and that for odd primes $p$ and $q$ , there is an infinite family of connected valency seven one-regular graphs of order $2 p q$ with solvable automorphism groups, and there are four sporadic ones...

The Hermite-Hadamard type inequality of GA-convex functions and its application.

Zhang, Xiao-Ming; Chu, Yu-Ming; Zhang, Xiao-Hui — 2010

Journal of Inequalities and Applications [electronic only]

Research on Optimizing the Fault Diagnosis Strategy of Complex Electronic Equipment

Wang Hong-xia; Ye Xiao-hui; Wang Liang — 2010

Computer Science and Information Systems

Robustness with respect to small time-varied delay for linear dynamical systems on Banach spaces

Miao Li; Xiao-Hui Gu; Fa-Lun Huang — 2004

Studia Mathematica

Under suitable conditions we prove the wellposedness of small time-varied delay equations and then establish the robust stability for such systems on the phase space of continuous vector-valued functions.

Hexavalent $(G, s)$ -transitive graphs

Song-Tao Guo; Xiao-Hui Hua; Yan-Tao Li — 2013

Czechoslovak Mathematical Journal

Let $X$ be a finite simple undirected graph with a subgroup $G$ of the full automorphism group $Aut (X)$ . Then $X$ is said to be $(G, s)$ -transitive for a positive integer $s$ , if $G$ is transitive on $s$ -arcs but not on $(s + 1)$ -arcs, and $s$ -transitive if it is $(Aut (X), s)$ -transitive. Let $G_{v}$ be a stabilizer of a vertex $v \in V (X)$ in $G$ . Up to now, the structures of vertex stabilizers $G_{v}$ of cubic, tetravalent or pentavalent $(G, s)$ -transitive graphs are known. Thus, in this paper, we give the structure of the vertex stabilizers $G_{v}$ of connected hexavalent $(G, s)$ -transitive...

Extraction of prostatic lumina and automated recognition for prostatic calculus image using PCA-SVM.

Wang, Zhuocai; Xu, Xiangmin; Ding, Xiaojun; Xiao, Hui; Huang, Yusheng; Liu, Jian; Xing, Xiaofen; Wang, Hua; Liao, D.Joshua — 2011

Computational & Mathematical Methods in Medicine

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Currently displaying 1 – 6 of 6

Valency seven symmetric graphs of order $2 p q$

The Hermite-Hadamard type inequality of GA-convex functions and its application.

Research on Optimizing the Fault Diagnosis Strategy of Complex Electronic Equipment

Robustness with respect to small time-varied delay for linear dynamical systems on Banach spaces

Hexavalent $(G, s)$ -transitive graphs

Extraction of prostatic lumina and automated recognition for prostatic calculus image using PCA-SVM.

Advanced Search

Formula preview

Currently displaying 1 – 6 of 6

Valency seven symmetric graphs of order 2 p q

The Hermite-Hadamard type inequality of GA-convex functions and its application.

Research on Optimizing the Fault Diagnosis Strategy of Complex Electronic Equipment

Robustness with respect to small time-varied delay for linear dynamical systems on Banach spaces

Hexavalent ( G , s ) -transitive graphs

Extraction of prostatic lumina and automated recognition for prostatic calculus image using PCA-SVM.

Valency seven symmetric graphs of order $2 p q$

Hexavalent $(G, s)$ -transitive graphs