1、

A non complete 6 connected graph is called contraction-critical if it has no any 6-contractible edge.

如果6连通图的一条边收缩后使得所得到的图仍是6连通,则这条边称为6可收缩边.

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2、

Let G be a finite simple connected graph with a perfect matching.

设G是一个连通的简单图且具有完美匹配。

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3、

Let G be a simple finite connected graph.

设G是一个有限的简单连通图。

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4、

A Note on the p Critical 2-Edge-Connected Graph

关于p阶临界2边连通图的一个注记

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5、

In this paper, the bond cover of a connected graph was studied.

对连通图的键覆盖进行了研究。

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6、

The inverse degree and R and IC of simple connected graph

简单连通图的反比度和几何反比度

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7、

The reasonable orientation problem of 2-edge connected graph

2-边连通图的合理定向问题

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8、

Clustering Algorithm Based on Dynamic Division of Connected Graph

基于连通图动态分裂的聚类算法

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9、

In this article, we introduce maximal connected subgraphs, maximal clique and perfect match of graph theory in biology especially in the study of protein structure research applications.

本文介绍了最大连通子图、最大团和完美匹配等图论知识在生物学尤其在研究蛋白质结构研究方面的应用。

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10、

The traditional search algorithm has been improved based on the features of connected graph so that it can calculate operation steps of any specific scheduled task automatically.

针对连接图的这一特点,改进传统的搜索算法,使之可以针对调度任务自动计算操作步骤。

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11、

Broadcast networks can be expressed by a simple connected undirected graph.

将广播网络用简单连通的无向图表示.

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12、

Let G be 2 connected quasi-claw-free graph of order n, if n ? 3δ + 2, then G is Hamiltonian.

将 2- 连通无爪图的结果:若G是2-连通的无爪图,其阶为n, 则当n3δ+2时,G是Hamilton图, 推广至半无爪图时也成立.

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13、

Gives the infimum of the numbers of dege in 2-connected nontrivial geodetic graph; Renew some results.

给出了 非 平凡二连通测地图边数的下确界; 改进了部分结果.

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14、

If enough edges have been drawn to make the figure connected the graph is called bipartite.

如果有足够的线使图连通,这图称为双图.

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15、

For a given graph G of order n, a routing R is a set of n ( n-1) elementary paths such that every ordered pair of vertices in G are connected by a path in the set.

对于给定的n阶连通图G,一个路由选择R是指G中的n(n-1)条路集,其中每个有序点对都有路集中的一条路连接。

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16、

For simplicity we assume that the graph of the network is connected.

为了简便起见,假设网络的图是连通的.

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17、

The Wiener index is the sum of distances between all pairs of vertices in a ( connected) graph.

Wiener指数是连通图的点对的距离之和。

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