6.14 Bellman Ford Algorithm-Single Source Shortest Path | Dynamic Programming

Step by step instructions showing how to run the Bellman-Ford Algorithm on a Graph to find out the Shortest Distance of all the Vertices from a Single Source Vertex.
Drawbacks of the Bellman-Ford algorithm as well as the Time Complexity of this algorithm.
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[@100sabh]

Hello Jenny , Even though we got the shortest distance from a single source to all the other vertexes , but the number of HOPS have increased . e.g A->B = 5 , but now after applying this algo , we have to trace path A->D->C->B to get distance vector as 1 . Also we do not get the path traced by this algo , we only get the distance . Is there anything else which should be added to this algo , to get the path traced . The name of the algo is Shortest path , but we don't get the path traced ....

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