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Mathematica > Mathematics and Algorithms > Graphs & Networks > Graph Operations and Modifications > GraphDifference >
Mathematica > Visualization and Graphics > Graphs & Networks > Graph Operations and Modifications > GraphDifference >
Mathematica > Mathematics and Algorithms > Graphs & Networks > Constructing Graphs > Graph Operations and Modifications > GraphDifference >
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GraphDifference

GraphDifference
gives the graph difference of the graphs and .
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Basic Examples   (1)
The graph difference of two graphs with some vertices being the same:
The graph difference of two graphs with some vertices being the same:
In[1]:=
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Out[1]=
Scope   (2)
GraphDifference works with undirected graphs:
Directed graphs:
Properties & Relations   (6)
The vertices of the graph difference are the union of the vertices of the graphs:
The edges of the graph difference are the complement of the edges of the graphs:
The graph difference of any graph and itself is an empty graph:
The graph difference of any graph and its CompleteGraph is isomorphic to the complement of the graph:
The GraphDifference of two graphs has the same vertices as GraphUnion:
The GraphDifference of two graphs has the same vertices as GraphIntersection:
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