What makes a tree a tree? Or rather, why can we recognize trees in even quite abstract depictions when they are so varied in nature? Researchers have found a clue in the branches, and used math to ...

Abstract: N points are given in the Euclidean plane, and the minimum spanning tree problem seeks for a minimum spanning tree interconnecting the n points so that there is only one path between any two ...

As an important technique for data pre-processing, outlier detection plays a crucial role in various real applications and has gained substantial attention, especially in medical fields. Despite the ...

In a networking infrastructure, a loop occurs when network packets continuously circulate among two or more network devices without reaching their intended destination. This situation arises due to ...

Abstract: The minimum spanning tree (MST) of a graph is an important concept in network design, the basic MST problem can be solved efficiently, but the multi-criteria MST (mc-MST) is NP-hard problem.

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Code to illustrate the concepts covered in WTW 285: Discrete Structures. Credit to Professor Philip Moriarty of Numberphile, Computerphile, Sixty Symbols etc fame.

Building tree. Discrete mathematics, section trees. Royalty-free licenses let you pay once to use copyrighted images and video clips in personal and commercial projects on an ongoing basis without ...

Prim's and Kruskal's Minimum Spanning Tree algorithms implemented in Python. Created for demonstration for Discrete Mathematics and Linear Algebra.