Understanding your question. You can explore the search results below now.
Meet the concept↗ An undirected connected graph with n vertices has at least n-1 edges. This minimum is achieved when the graph forms a tree structure.
Conditions: The graph is undirected.; The graph is connected.; The graph has n vertices.
An undirected connected graph with n vertices has at least n-1 edges. This minimum is achieved when the graph forms a tree structure.
Conditions: The graph is undirected.; The graph is connected.; The graph has n vertices.
Meet the concept↗ A strongly connected directed graph with n vertices has at least n edges. This minimum is achieved when the graph forms a single directed cycle.
Conditions: The graph is directed.; The graph is strongly connected.; The graph has n vertices.
A strongly connected directed graph with n vertices has at least n edges. This minimum is achieved when the graph forms a single directed cycle.
Conditions: The graph is directed.; The graph is strongly connected.; The graph has n vertices.