Which of the following is a technique for reducing complexity in graphs?
1) Moderate Spanning Trees (MST)
2) Maximum Spanning Trees (MST)
3) Minimum Spanning Trees (MST)
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Answer:- Minimum Spanning Trees (MST)
MST of a graph is a subgraph that connects all vertices within the graph with a minimum total weight for the edges.
Each edge between the vertices has a weight corresponding to it and your goal is to connect every vertex while minimizing the total edge weight.
Graphs can have more than one minimum spanning tree.
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A minimum spanning tree or minimum weight spanning tree always discover with subset of the edges and thus gives maximum load.
This includes lots of n vertices and includes graphs for each spanning tree.
It considers one edges and contains no cycles, therefore C must be have edge on e2 set.
Also, there is no spot in edges added with emax and be the edge with maximum weight and emin the edge.
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