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Graph Definitions

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Answer
Graph   a set of vertices (or nodes) together with a set of edges  
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Edge   a line with a vertex at each end  
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Loop   an edge with the same vertex at each end  
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Degree (or Order) of a Vertex   the number of edges incident on it  
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Simple Graph   a graph where there are no loops, and in which there is no more than one edge connecting any pair of vertices  
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Walk   a sequence of edges in which the end of one edge (except the last) is the beginning of the next  
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Trail   a walk where no edge is repeated  
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Path   a trail where no vertex is repeated  
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Cycle   a closed path  
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Hamiltonian Cycle   a cycle which visits every vertex  
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When is a graph connected?   if a path exists between every pair of vertices  
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Tree   a simple connected graph with no cycles  
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Digraph (directed graph)   a graph is which at least one edge has a direction associated with it  
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Complete graph   a simple graph in which every pair of vertices is connected by an edge  
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Incidence Matrix   a way of representing a graph by a matrix  
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Isomorphic Graphs   Two graphs are isomorphic if one can be stretched, twisted or otherwise distorted into each other  
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Planar Graph   a graph which can be drawn without any edges crossing  
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Bipartite Graph   a graph in which the vertices fall into two sets and in which each edge has a vertex from one set at one end and from the other set at its other end  
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Created by: Masterniket
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