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Loop
An edge that starts and finishes at the same vertex
Trail
A walk in which no edge is visited more than once
Isomorphic graph
Graphs which show the same information but may be drawn differently, they contain the same vertices and arcs
Hamiltonian cycle
A cycle that includes every vertex
Path
A walk in which no vertex is visited more than once
Tree
A connected graph with no cycles
Spanning tree
A subgraph which includes all the vertices of the original graph and is also a tree
Connected graph
A graph in which every vertex is directly connected by a single edge to each of the other vertices
Walk
A route through a graph along edges from one vertex to the next
Simple graph
A graph in which there are no loops and at most one edge connecting any pair of vertices
Graph
A graph consists of vertices which are connected by arcs
Cycle
A walk in which the end vertex is the same as the start vertex and no other vertex is visited more than once
Subgraph
A graph, each of whose vertices belongs to the original graph and each whose edges belong to the original graph
Planar graph
A graph that can be drawn in a plane such that no two edges meet except at a vertex
Tour
A walk which visits every vertex and returns to its start vertex