Graph Terminology (2)

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  • a graph is rooted if it has a single root
  • a tree is a rooted graph G in which there is a unique path from the root to every other node in G
  • a node is a leaf if it is not the source of any edge
  • graphs can have node labels and/or edge labels
  • in an edge-labelled graph G = (N,E,FE), FE is an edge labelling function that maps each edge to a label
  • in a node-labelled graph G = (N,E,FN), FN is a node labelling function that maps each node to a label

Peter Wood

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