📚 node [[comonad]]
Comonad

[[go]] http://blog.higherorder.com/blog/2016/04/02/acomonadofgraphdecompositions/
 A graph can be "of the form c & g, where c is the context of one node of the graph and g is the rest of the graph with that node removed".
 c has inEdges, vertex (id), label, outEdges.
 g is the rest of the graph (a set of contexts?).
 [[s5bug]] told me about them: https://twitter.com/s5bug/status/1343989424229498881 [[a view of the agora at a node is a comonad]]
📖 stoas
 public document at doc.anagora.org/comonad
 video call at meet.jit.si/comonad
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⥅ related node [[a view of the agora at a node is a comonad]]
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