What are some other minimum spanning tree algorithms?

What are some other minimum spanning tree algorithms?

Besides Prim's and Kruskal's algorithms, you can explore Borůvka's algorithm, Reverse-Delete algorithm, and more.

Can you explain Borůvka's algorithm?

Sure! Borůvka's algorithm finds a minimum spanning tree by repeatedly adding the cheapest edge from each component until only one component remains.

How does the Reverse-Delete algorithm work?

The Reverse-Delete algorithm starts with the complete graph and removes edges in decreasing order of weight, checking if the graph remains connected.

What are the time complexities of these algorithms?

Prim's and Kruskal's algorithms have a time complexity of O(E log V), while Borůvka's algorithm can be O(E log V) as well, depending on the implementation.

Which algorithm is the most efficient for dense graphs?

For dense graphs, Prim's algorithm is often more efficient due to its ability to handle many edges effectively.