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• W2102488782 abstract "Let {A, B, C…} be a set of “points.” If certain pairs of these points are connected by one or more “lines”, the resulting configuration is called a graph. Those points of {A, B, C…} which are connected with at least one point are called vertices of the graph. (Vertices which could be called “isolated” are therefore excluded.) The lines involved are called edges of the graph1. An edge which connects A and B, i.e. whose endpoints are A and B, and which goes to A (and B) we shall designate by AB. It is possible that several edges are designated as AB. If A is an endpoint of edge k, we shall also say that A and k are incident to each other. If the set of vertices and the set of edges of a graph are both finite, the graph is called finite, otherwise infinite. An infinite graph has infinitely many edges but possibly only finitely many vertices (e.g., two vertices can be connected by infinitely many edges.)" @default.
• W2102488782 created "2016-06-24" @default.
• W2102488782 creator A5027366033 @default.
• W2102488782 date "2012-10-18" @default.
• W2102488782 modified "2023-09-27" @default.
• W2102488782 title "Theory of Finite and Infinite Graphs" @default.
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