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Types of graphs 1 null graph a graph which contains only isolated node is called a null graph i e.
Types of graphs in discrete mathematics. The null graph of n vertices is denoted by n n. Other graphs with large automorphism groups. A graph in which there is a path of edges between every pair of vertices in the graph. Directed graphs undirected graphs cs 441 discrete mathematics for cs a c b c d a b m.
Hauskrecht terminology an i simple graph each edge connects two different vertices and no two edges connect the same pair of vertices. Vertex transitive arc transitive and distance transitive graphs. Regular graph a graph in which all. Petersen graph and its generalizations.
Complete graph a simple graph g is said to be complete if every vertex in g is connected with every other vertex i e. 4 euler hamiltonian graph. Some of those are as follows. 1 graph graph models.
More advanced kinds of graphs are. Discrete mathematics graphs. Connected and disconnected graph. Discrete mathematics graphs.
Set of edges in a null graph is. Also called an empty graph a null graph is a graph in which there are no edges between any of its vertices. A null graph has no edges. Basic types of graphs.
The definitions of special types of graphs like complete graph regular graph null graph cycle graph wheel graph bipartite graph complete bipartite grap. There are different types of graphs which we will learn in the following section. Multigraphs may have multiple edges connecting the same two vertices. 1graphs graph models.
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