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Tagged with spanning-tree hypergraph
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"Spanning trees" for connected linear hypergraphs
Starting point. For every simple, undirected graph $G=(V,E)$ there is $E_0\subseteq E$ such that $(V,E_0)$ is minimally connected: the spanning tree. The goal of this question is to find out whether ...
2
votes
1
answer
693
views
Maximum number of hyperedges on a hypergraph without a spanning tree
Although every connected graph has a spanning tree, the same is not true for hypergraphs: consider the hypergraph on 4 vertices with all possible edges of size 3. You need to pick at least two edges ...