What are the limitations of the Floyd-Warshall algorithm?
The Floyd-Warshall algorithm is great for finding shortest paths in a weighted graph, but it has some limitations.
What are those limitations?
Firstly, it has a time complexity of O(V^3), making it inefficient for large graphs. It also requires O(V^2) space.
Are there any specific types of graphs where it performs poorly?
Yes, it struggles with very large graphs or graphs with negative weight cycles, as it can lead to incorrect results.
What are some alternatives to the Floyd-Warshall algorithm?
Alternatives include Dijkstra's algorithm for single-source shortest paths and Bellman-Ford for graphs with negative weights.
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