Penrose is an early-stage system that is still in development. Our system is not ready for contributions or public use yet, but hopefully will be soon. Send us an email if you're interested in collaborating.
- See the site for more information and examples.
- See the wiki for more system-specific information on building, running, testing, and debugging the system.
- For even more documentation, see Nimo Ni's README.
Here's a simple Penrose visualization in the domain of set theory.
It's specified by the following Substance and Style programs.
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tree.sub
Set A Set B Set C Set D Set E Set F Set G Subset B A Subset C A Subset D B Subset E B Subset F C Subset G C NoIntersect E D NoIntersect F G NoIntersect B C
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venn.sty
Set x { shape = Circle { } constraint contains(x, x.label) } Intersect x y { constraint overlapping(x, y) constraint disjoint(y.label, x) constraint disjoint(x.label, y) } NoIntersect x y { constraint nonOverlapping(x, y) } Subset x y { constraint contains(y, x) constraint smallerThan(x, y) constraint disjoint(y.label, x) } NoSubset x y { objective repel(x, y) constraint disjoint(x, y) constraint disjoint(y.label, x) constraint disjoint(x.label, y) constraint nonOverlapping(x, y) }
Here's how the optimization looks live in the UI.