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Parallel algorithms for minimum spanning trees

 Home Mathematics Fields of mathematics Computational mathematics Computational problems in graph theory Spanning tree
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Parallel algorithms for minimum spanning trees (MSTs) are algorithms designed to efficiently compute the minimum spanning tree of a graph by leveraging parallel processing. In a minimum spanning tree, a subset of the graph's edges connects all vertices with the minimum possible total edge weight and without forming cycles. ### Overview of Minimum Spanning Trees For a graph \( G = (V, E) \): - **Vertices (\( V \))**: The points in the graph.

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