I know how to find the diameter of a tree in linear time, prove the validity of the algorithm used to do so (successive BFS's), and prove why it doesn't work for non-tree connected graphs.↵
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However, I need an algorithm/approach that has better complexity than O(N^2) to find the diameter of a relatively large WEIGHTED pseudotree (a tree with one extra edge).↵
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Please help, and thanks in advance!
↵
However, I need an algorithm/approach that has better complexity than O(N^2) to find the diameter of a relatively large WEIGHTED pseudotree (a tree with one extra edge).↵
↵
Please help, and thanks in advance!
