 Connectivity (graph theory)

In graph theory, **connectivity** refers to the degree to which the vertices (or nodes) of a graph are connected to each other. It provides insights into the structure of the graph and how robust or fragile it is in terms of the connectivity between its components. There are several key concepts related to connectivity: 1. **Connected Graph**: A graph is said to be connected if there is a path between every pair of vertices in the graph.