2018Unpublished venueOpen access

”REGULAR” SPANNING TREE

Thinh D. Nguyen

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Abstract

Given an undirected connected graph $G(V, E)$, constructing a spanning tree is a well studied problem with polynomial time algorithms. If we restrict the spanning tree to be "regular" as defined below, it turns out that this becomes a very hard problem.

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What this paper is about

Given an undirected connected graph $G(V, E)$, constructing a spanning tree is a well studied problem with polynomial time algorithms. If we restrict the spanning tree to be "regular" as defined below, it turns out that this becomes a very hard problem.

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Available abstract

Given an undirected connected graph $G(V, E)$, constructing a spanning tree is a well studied problem with polynomial time algorithms. If we restrict the spanning tree to be "regular" as defined below, it turns out that this becomes a very hard problem.

Key concepts: Spanning tree, Connected dominating set, k-minimum spanning tree, Minimum spanning tree, Combinatorics, Minimum degree spanning tree, Distributed minimum spanning tree, Euclidean minimum spanning tree

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