There is a graph (might have cycles) in the form of an adjacency list. How can we find the 'size' of the largest connected component?
Example: 0: 1 2 1: 2: 1 3 3: 1 2 4 4: 2 3
Answer: 5 Reason: We start from 0 and go to 1 and 2, from 2 we can reach 3, from 3 we can reach 4.
What can be the most efficient way to calculate this?








you can do DSU that stores the lengths of each component
This is a standard problem. What you are referring to is, in the case of a directed graph, the notion of a "strongly connected component". There are a bunch of algorithms that do this such as Trajan's algo. You can find blogs discussing it on cp-algorithms and usaco.guide