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. It’s our last day at our studio, and the whole place is a ghost town. We’re all going to be off to the next studio in no time.Q:

Algorithm for finding shortest path between two nodes in a graph with unequal edge weights

Given a graph G = (V, E) with two nodes S and T. Let the edges E have edge weights w1, w2, w3, and w4 and w5.
Now, I want to find the shortest path between S and T which visits the lowest edge weight.
Can anyone please suggest me an algorithm to find such a path?

A:

Naive approach :
Run Dijkstra’s algorithm from S to T with a minimum edge weight as the weight of the shortest path.
As a side note, if you want a path that goes through the lowest weight, you should use the arc-weighted shortest path algorithm instead of the minimum weight one.
Exponential Time Solution:
I suppose you are looking for the shortest path that goes through the highest edge weight.
Instead of Dijkstra, you can use Floyd

 

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