Rainbow connections of graphs--A survey
01?/02?/2011 Thus we define the rainbow connection number of a connected graph. G
Spanning Tree Auxiliary Graphs
23?/02?/2019 the challenging and important problems associated with these auxiliary graph families is to characterise mathematical properties of graphs ...
Graph of uv-paths in 2-connected graphs arXiv:2104.00481v1 [math
01?/04?/2021 For a 2-connected graph G and vertices u v of G we define an abstract graph P(Guv) whose vertices are the paths joining u and v in G
The hamiltonicity of essentially 9-connected line graphs arXiv
31?/12?/2019 A class of examples can be constructed by replacing each edge of the complete graph on 4 vertices by an odd number of internally disjoint paths ...
An Introduction to Combinatorics and Graph Theory
called graphs. These are not the graphs of analytic geometry but what are often described as “points connected by lines”
7.6 Strong Connectivity
In the definition of a strongly connected graph we could for any two vertices u Marie Demlova: Discrete Mathematics and Graphs. Lect. 12: 2/1/2017 ...
Introduction to Graph Theory
At the same time it has also emerged as a worthwhile mathematical of all the connected unlabelled graphs with up to five vertices is given in Fig. 2.9.
Presentations for Vertex Transitive Graphs
13?/07?/2020 1Department of Mathematics University of Warwick
Signed analogue of line graphs and their smallest eigenvalues
05?/04?/2021 The minimum degree ?(S) of S is defined to be the minimum degree of U(S). The signed graph S is connected if U(S) is connected. Two signed ...
Metric spaces and sparse graphs
05?/01?/2022 a graph to it and do mathematics on the graph
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