Wolfram Function Repository
Instant-use add-on functions for the Wolfram Language
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Create a graph by successively applying a function and differently tagging edges corresponding to different outputs
ResourceFunction["NestGraphTagged"][f,expr,n] gives the tagged graph obtained by starting with expr and applying f successively n times. |
| "StateLabeling" | False | whether to render states as boxes |
| "RuleStyling" | Automatic | list of styles for edges/rules |
| "FormattingFunction" | Automatic | how to format a state |
| "PostProcessGraph" | Identity | post-process graph |
Make a nested graph with edge coloring:
| In[1]:= |
| Out[1]= | ![]() |
Use a pure function:
| In[2]:= |
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Use a list of initial expressions:
| In[3]:= |
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Add a legend to explain colors:
| In[5]:= | ![]() |
| Out[5]= | ![]() |
Label the vertex states in a nested graph:
| In[6]:= |
| Out[6]= | ![]() |
Edge colorings can be overridden:
| In[7]:= |
| Out[7]= | ![]() |
Add labels to edges with EdgeLabels and a pattern:
| In[8]:= | ![]() |
| Out[8]= | ![]() |
Add edge labels using output index:
| In[9]:= | ![]() |
| Out[9]= | ![]() |
Add tooltips to edges:
| In[10]:= |
| Out[10]= | ![]() |
Make custom edge tags by returning a list of rules (tags will be pairs of the form {key, index}):
| In[11]:= |
| Out[11]= | ![]() |
Make custom edge tags by returning an association:
| In[12]:= | ![]() |
| Out[12]= | ![]() |
Turn on special vertex shapes:
| In[13]:= |
| Out[13]= | ![]() |
Change the formatting for vertex 31:
| In[14]:= | ![]() |
| Out[14]= | ![]() |
Use custom styles for output values:
| In[15]:= |
| Out[15]= | ![]() |
If the output is graphics with a legend, it useful to apply some custom function to the graph itself:
| In[16]:= | ![]() |
| Out[16]= | ![]() |
Vertices can be number pairs:
| In[17]:= |
| Out[17]= | ![]() |
For a remainder graph, to find 2143 (mod 7), start at 0 and follow
(2143) to get remainder 1:
| In[18]:= | ![]() |
| Out[18]= | ![]() |
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