3 Matching Annotations
- Feb 2021
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Hickok, A., Kureh, Y., Brooks, H. Z., Feng, M., & Porter, M. A. (2021). A Bounded-Confidence Model of Opinion Dynamics on Hypergraphs. ArXiv:2102.06825 [Nlin, Physics:Physics]. http://arxiv.org/abs/2102.06825
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- Mar 2018
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mathoverflow.net mathoverflow.net
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"it's a much more complex structure than a regular graph" Hypergraphs could be represented as ordinary graphs, if one represents each "hyperedge" with an additional ordinary node and ordinary edges which connect the new node with the nodes incident to "hyperedge". It makes me feel that hypergraphs aren't a strict subset.
hyperedge additional node
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mathoverflow.net mathoverflow.net
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"it's a much more complex structure than a regular graph" Hypergraphs could be represented as ordinary graphs, if one represents each "hyperedge" with an additional ordinary node and ordinary edges which connect the new node with the nodes incident to "hyperedge". It makes me feel that hypergraphs aren't a strict subset.
hyperedge additional node
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