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Ed Scheinerman edited this page Sep 20, 2018
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The SimpleGraphs module defines two data types for working with graphs:
- A robustly supported
SimpleGraphtype that represents undirected graphs without loops or multiple edges. - A modest
SimpleDigraphtype that represents directed graphs in which there may be at most one directed edge(u,v)from a vertexuto a vertexv. There may also be a directed edge in the opposite direction,(v,u). Loops are permitted.
At the time of this writing, this User's Guide deals exclusively with undirected graphs.
Function descriptions in this User's Guide are terse. Use the Julia help function for more information. Type a ? and then
the name of the function. For example:
help?> adjacency
search: adjacency
adjacency(G) returns the adjacency matrix of G.
Note: If the vertices can be sorted by sort, then the first row of the
adjacency matrix corresponds to the first vertex (in order) in G and so forth.
However, if the vertices are not sortable in this way, the mapping between
vertices and rows/columns of the matrix is unpredictable.
Additional graph theory functionality are provided in the following modules (which require separate installation):
-
DrawSimpleGraphs: draw graphs on the screen usingPlots. -
SimpleGraphAlgorithms: additional graph algorithms that typically rely on [integer] linear programming. -
SimpleGraphRepresentations: working with specialty classes of graphs such as permutation graphs, interval graphs, and so forth.
Note that the SimplePartitions
module is automatically included via the REQUIRE mechanism.