AbstractWe introduce a new definition of connectivity which measures cohesion in graphs in a way which satisfies our intuitive concepts about connectivity of graphs. Several basic properties of the definition are proved including the result that spanning subgraphs of graphs have smaller cohesion than the original graph. Two component graphs are discussed and sharp lower bounds are given for connectivity as well as a differential equation whose solution yields the connectivity
If a system, such as a communication network is modelled by graph G, the deterministic measures tend...
Discontinuities such as fractures or cracks are common in geo-materials. Connectivity is a comprehen...
AbstractThis paper introduces the connection-graph-stability method and uses it to establish a new l...
This study shows several ways that formal graph theoretic statements map patterns of network ties in...
AbstractThe cohesion of a vertex v is the minimum number of edges whose deletion makes v a cutvertex...
Continuing the study of connectivity, initiated in §4.1 of the Handbook, we survey here some (suffic...
A comprehensive survey of proper connection of graphs is discussed in this book with real world appl...
The graph connectivity is a fundamental concept in graph theory. In particular, it plays a vital rol...
Morris (Rev Econ Stud 67:57–78, 2000) defines the p-cohesion by a connected subgraph in which every ...
The cohesion of a graph was introduced to model vulnerability of a graph relative to the neighborhoo...
The notion of connectivity captures, as the word says, how well a graph is connected. A graph that i...
AbstractThe cohesion of a graph was introduced to model vulnerability of a graph relative to the nei...
This work will have two parts. The first will be related to various types of graph connectivity, and...
The introduction of a {0,1}-valued game associated to a connected graph allows us to assign to each ...
Connectivity is one of the central concepts of graph theory, from both a theoret- ical and a practic...
If a system, such as a communication network is modelled by graph G, the deterministic measures tend...
Discontinuities such as fractures or cracks are common in geo-materials. Connectivity is a comprehen...
AbstractThis paper introduces the connection-graph-stability method and uses it to establish a new l...
This study shows several ways that formal graph theoretic statements map patterns of network ties in...
AbstractThe cohesion of a vertex v is the minimum number of edges whose deletion makes v a cutvertex...
Continuing the study of connectivity, initiated in §4.1 of the Handbook, we survey here some (suffic...
A comprehensive survey of proper connection of graphs is discussed in this book with real world appl...
The graph connectivity is a fundamental concept in graph theory. In particular, it plays a vital rol...
Morris (Rev Econ Stud 67:57–78, 2000) defines the p-cohesion by a connected subgraph in which every ...
The cohesion of a graph was introduced to model vulnerability of a graph relative to the neighborhoo...
The notion of connectivity captures, as the word says, how well a graph is connected. A graph that i...
AbstractThe cohesion of a graph was introduced to model vulnerability of a graph relative to the nei...
This work will have two parts. The first will be related to various types of graph connectivity, and...
The introduction of a {0,1}-valued game associated to a connected graph allows us to assign to each ...
Connectivity is one of the central concepts of graph theory, from both a theoret- ical and a practic...
If a system, such as a communication network is modelled by graph G, the deterministic measures tend...
Discontinuities such as fractures or cracks are common in geo-materials. Connectivity is a comprehen...
AbstractThis paper introduces the connection-graph-stability method and uses it to establish a new l...
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