Algorithm to Find Shortest Path in Directed Weighted Graph

When dealing with a directed weighted graph with negative weights, it is important to use the Bellman-Ford algorithm to find the shortest path between two nodes. This algorithm can handle negative weights efficiently and find the shortest path in such graphs.

The Bellman-Ford algorithm works by relaxing edges in the graph iteratively and detecting negative cycles if they exist. By properly implementing this algorithm, you can ensure that the shortest path between two nodes in a directed weighted graph with negative weights is correctly calculated.

By following the steps of the Bellman-Ford algorithm and understanding its intricacies, you can design a robust solution for finding the shortest path in such graphs effectively.