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Graph Operations and Modifications
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IndexGraph
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Graph Operations and Modifications
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IndexGraph
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Mathematics and Algorithms
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Constructing Graphs
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Graph Operations and Modifications
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IndexGraph
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BUILT-IN MATHEMATICA SYMBOL
VertexIndex
VertexReplace
Graph
See Also »
|
Graph Operations and Modifications
Graphs & Networks
New in 8.0: Alphabetical Listing
More About »
IndexGraph
IndexGraph
[
g
]
replaces the vertices of the graph
g
by its vertex indexes.
IndexGraph
replaces the vertices with integers
r
,
, ....
EXAMPLES
CLOSE ALL
Basic Examples
(2)
Replace the vertices of the graph with its vertex indexes:
Replace the vertices with indexes starting from 6:
Replace the vertices of the graph with its vertex indexes:
In[1]:=
Out[1]=
Replace the vertices with indexes starting from 6:
In[1]:=
Out[1]=
Scope
(4)
IndexGraph
works with undirected graphs:
Directed graphs:
Replace the vertices with negative indexes:
Works with large graphs:
Applications
(1)
Create a graph that is isomorphic to the original graph:
Find an isomorphism that maps two graphs:
Highlight and label two graphs according to the mapping:
Properties & Relations
(5)
IndexGraph
has the same number of vertices as the original graph:
IndexGraph
has the same number of edges as the original graph:
IndexGraph
is isomorphic to the original graph:
Use
VertexReplace
to replace the vertices of the graph:
IndexGraph
has the same adjacency matrix as the original graph:
SEE ALSO
VertexIndex
VertexReplace
Graph
MORE ABOUT
Graph Operations and Modifications
Graphs & Networks
New in 8.0: Alphabetical Listing
New in 8