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Learn More about
Wolfram Language
Hypergraph
Guides
Hypergraph Functionality
Symbols
AdjacencyHypergraph
AdjacencyTensor
EnumerateHypergraphs
HighlightRule
HypergraphDraw
HypergraphIncidenceMatrix
Hypergraph
HypergraphRule
HyperMatrixGraph
HyperMatrix
IncidenceHypergraph
SimpleHypergraphPlot
Hypergraph Functionality
This is a collection of functions aimed at processing hypergraphs as symbolic mathematical structures and producing effective visualizations. Based on the encoding of hyperedges as lists with a symmetry type.
Visualization
S
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P
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— render a 2D or 3D graphic displaying a hypergraph with many options for vertex distribution and edge properties
Generation
G
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— Given a some hypergraph metrics generate hypergraphs of those metrics, with options for "All", "Random", "Sparse", etc.
Mappings, Subhypergraphs and Classification
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— Given two hypergraphs generate all possible maps between them
I
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H
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— Detect whether two hypergraphs are isomorphic
H
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I
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— Generate the isomorphism class of a given hypergraph, equivalently generate all the automorphisms of a given hypergraph
H
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E
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— Find all the embeddings of a given hypergraph into another
Operations
H
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A
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— Additive union of a collection of hypergraphs
Measures
V
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C
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— give the cardinality of the vertex set of a hypergraph
E
d
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C
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— give the cardinality of the edge sets of a hypergraph sorted by symmetry type and order
V
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D
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— give the degree of each vertex sorted by symmetry type and order
Properties
H
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Q
— test whether an expression is a hypergraph object
U
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H
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Q
— test whether all the edges of a hypergraph are of undirected type
Associated Arrays
H
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M
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— Generate a hypermatrix from a hypergraph
A
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c
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H
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— Generate a hypergraph from a hypermatrix
HypergraphPlot
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GenerateHypergraph
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HypergraphMetrics
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HypergraphMaps
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HypergraphIsoQ
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HypergraphIsoClass
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AddHypergraph
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HypergraphEmbed
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