gvcolor - Man Page
flow colors through a ranked digraph
Examples (TL;DR)
- Colorize one or more ranked digraph (that were already processed by
dot
):gvcolor path/to/layout1.gv path/to/layout2.gv ... > path/to/output.gv
- Lay out a graph and colorize it, then convert to a PNG image:
dot path/to/input.gv | gvcolor | dot -T png > path/to/output.png
- Display help:
gvcolor -?
Synopsis
gvcolor [ files ]
Usage
dot file.gv | gvcolor | dot -T
<format>
Description
gvcolor (previously known as colorize) is a filter that sets node colors from initial seed values. Colors flow along edges from tail to head, and are averaged (as HSB vectors) at nodes. The graph must already have been processed by dot. Appropriate choice of initial colors yields drawings in which node colors help to emphasize logical relationships between nodes, even when they are spread far apart in the layout.
Initial colors must be set externally, using the color attribute of a node. It is often effective to assign colors to a few key source or sink nodes, manually setting their colors by editing the graph file. Color names are as in dot(1): symbolic names or RGB triples. It is best to choose some easily-distinguished but related colors; not necessarily spaced evenly around the color wheel. For example, blue_green, green, and light_yellow looks better than red, green, blue.
Certain graph attributes control the gvcolor algorithm. flow=back reverses the flow of colors from heads to tails. saturation=.1,.9 (or any two numbers between 0 and 1) adjusts the color saturation linearly from least to greatest rank. If Defcolor is set, this color value is applied to any node not otherwise colored.
Exit Status
The following exit values are returned:
- 0
Successful completion.
- 1
If nodes of the graph do not possess a “pos” attribute.
Bugs
It would be nice to make the program work without relying on an initial pass through dot.
Authors
Stephen C. North <north@research.att.com>
Emden R. Gansner <erg@research.att.com>
See Also
gc(1), dot(1), gvpr(1), ccomps(1), sccmap(1), tred(1), libgraph(3)
Referenced By
acyclic(1), bcomps(1), ccomps(1), dijkstra(1), gc(1), gvgen(1), nop(1), sccmap(1), tred(1), unflatten(1).