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Bloom: Optimization-Driven Interactive Diagramming

29 pointsby azhenley8 months ago

2 comments

bwestergard8 months ago
This is extremely cool. So many interesting problems can be recast in terms of constraint satisfaction (i.e. find a feasible solution within these constraints) or optimization (find a solution that maximizes this utility function). It can be really cumbersome to elegantly restate a problem that can be stated in these terms in a traditional functional/imperative idiom, and it often conceals how problems are related.
SnooSux8 months ago
This could be really cool for teaching geometry (or more advanced math) concepts. Reminds me of GeoGebra and 3B1B.