Kruskal's Algorithm is a minimum-spanning-tree algorithm which finds a minimal spanning tree for a connected weighted graph. It's a greedy algorithm. It uses UnionFind (aka Disjoint Set). Summary: Try ...

Input: Allows the user to enter the number of branches (nodes) and connections (edges) along with the weights (costs) of the edges. Display: Outputs the adjacency matrix of the graph, showing the ...

In this paper we show that minimum-cost spanning tree is a special case of the closed semiring path-finding problem. This observation gives us a non-recursive algorithm for finding minimum-cost ...

To mitigate the spread of fake news, we propose a real-time network-aware strategy that (1) constructs a minimum-cost weighted directed spanning tree for a detected node, and (2) immunizes nodes in ...

Finding minimum spanning trees (MST) in various types of networks is a well-studied problem in theory and practical applications. A number of efficient algorithms have been already developed for this ...

The computation of Minimum Spanning Trees (MSTs) is a fundamental graph problem with important applications. However, there has been little study of MSTs for temporal graphs, which is becoming common ...

In 1983, Gallager, Humblet, and Spira published a distributed algorithm for computing a minimum spanning tree. For several years, I regarded it as a benchmark problem for verifying concurrent ...

In this paper, we propose a minimum spanning tree-based method for segmenting brain tumors. The proposed method performs interactive segmentation based on the minimum spanning tree without tuning ...