KnowraHypergraphLinked fromLinked fromThe 15 pages that link to Hypergraph, each with the reason it gives.All 15Related 4Narrower topic 1Compared with 10Graph theoryCompared with: Ordinary graph edges connect pairs, while hyperedges can represent group relationships directly.Graph (discrete mathematics)Compared with: It extends pairwise graph edges to relationships involving three or more vertices.Edge (graph theory)Compared with: Its connections can involve more than the two endpoints typical of graph edges.Vertex (graph theory)Compared with: A vertex may belong to a single connection involving several other vertices at once.MultigraphCompared with: It generalizes edge endpoints rather than allowing repeated ordinary edges.Simple graphCompared with: Its edges can represent relationships more complex than a simple graph's vertex pairs.Weighted graphCompared with: It changes what an edge connects, whereas weighting changes the value attached to an edge.Undirected graphCompared with: Ordinary undirected edges connect exactly two endpoints; hyperedges need not.Directed networkCompared with: Its links may join groups of nodes rather than oriented pairs.Multilayer and multiplex networksCompared with: Hyperedges represent group interactions, whereas layers distinguish multiple network relations or contexts.