AbstractThe cohesion of a graph was introduced to model vulnerability of a graph relative to the neighborhoods of its vertices. We are concerned in this paper with the changes in this parameter when an edge is deleted. In particular, after displaying some results on stability under edge destruction, we go on to display various infinite classes of cohesion stable graphs. Several ways in which graphs or parts of graphs may be combined to produce stable graphs are also presented, along with a look at what cannot be stated at this time
An undirected graph G = (V,E) is stable if its inessential vertices (those that are exposed by at le...
When the nodes or links of communication networks are destroyed, its effectiveness decreases. Thus, ...
In a communication network, the vulnerability measures the resistance of the network to disruption o...
The cohesion of a graph was introduced to model vulnerability of a graph relative to the neighborhoo...
AbstractThe cohesion of a vertex v is the minimum number of edges whose deletion makes v a cutvertex...
AbstractIn this paper the authors study the edge-integrity of graphs. Edge-integrity is a very usefu...
In this paper the authors study the edge-integrity of graphs. Edge-integrity is a very useful measur...
A network begins losing nodes or links, or there may be a loss in its effectiveness. Thus, the commu...
We analyze the relations between several graph transformations that were introduced to be used in pr...
AbstractWe analyze the relations between several graph transformations that were introduced to be us...
AbstractWe introduce a new definition of connectivity which measures cohesion in graphs in a way whi...
The effect of deleting a vertex or (deleting or adding) an edge on co-even domination number on a gr...
The vulnerability of a graph is a determination that includes certain properties of the graph not to...
A set S of vertices in a graph G is a total dominating set of G if every vertex of G is adjacent to ...
The vulnerability value of a communication network shows the resistance of the network after the dis...
An undirected graph G = (V,E) is stable if its inessential vertices (those that are exposed by at le...
When the nodes or links of communication networks are destroyed, its effectiveness decreases. Thus, ...
In a communication network, the vulnerability measures the resistance of the network to disruption o...
The cohesion of a graph was introduced to model vulnerability of a graph relative to the neighborhoo...
AbstractThe cohesion of a vertex v is the minimum number of edges whose deletion makes v a cutvertex...
AbstractIn this paper the authors study the edge-integrity of graphs. Edge-integrity is a very usefu...
In this paper the authors study the edge-integrity of graphs. Edge-integrity is a very useful measur...
A network begins losing nodes or links, or there may be a loss in its effectiveness. Thus, the commu...
We analyze the relations between several graph transformations that were introduced to be used in pr...
AbstractWe analyze the relations between several graph transformations that were introduced to be us...
AbstractWe introduce a new definition of connectivity which measures cohesion in graphs in a way whi...
The effect of deleting a vertex or (deleting or adding) an edge on co-even domination number on a gr...
The vulnerability of a graph is a determination that includes certain properties of the graph not to...
A set S of vertices in a graph G is a total dominating set of G if every vertex of G is adjacent to ...
The vulnerability value of a communication network shows the resistance of the network after the dis...
An undirected graph G = (V,E) is stable if its inessential vertices (those that are exposed by at le...
When the nodes or links of communication networks are destroyed, its effectiveness decreases. Thus, ...
In a communication network, the vulnerability measures the resistance of the network to disruption o...