Nisha Patel
Summary
Assuming the graph:
We will use Tarjan’s algorithm to find critical connections in a graph. Edges in a graph that, when eliminated, increase the number of connected components in the graph are called critical connections, or bridges.
Solutions
Explanation
The algorithm starts with the criticalConnections method. Its input parameters are the adjacency list representation of the graph adj and the number of vertices v.
It invokes the getBridges function within criticalConnections, passing the adjacency list and the vertex count.
The arrays and variables required for the DFS traversal and bridge finding procedure are initialized by the getBridges method.
In order to store the bridges found, it first creates an empty ArrayList.
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