1f:I[26480,["9932","static/chunks/f885ef2c-7ebb9e1721868a6c.js","9897","static/chunks/9897-96ec494a15704266.js","4005","static/chunks/4005-91527498371a33b2.js","1072","static/chunks/1072-f3a8b8d52bce392c.js","855","static/chunks/855-cf19c6c21b03f067.js","9337","static/chunks/9337-3dc2d3732f28b07d.js","1094","static/chunks/1094-e2bede973ee0fcba.js","9284","static/chunks/9284-068f1ad44b874c8b.js","5273","static/chunks/5273-3cce18faf12756e1.js","8598","static/chunks/8598-cc0c1050a854f06b.js","3087","static/chunks/3087-c8e5e33deecc4866.js","4829","static/chunks/4829-7b13beeeedae7862.js","5248","static/chunks/5248-bf0f20ea4abf851e.js","8190","static/chunks/8190-92125233ab84ecab.js","4270","static/chunks/4270-748613e9acaa4c68.js","4986","static/chunks/4986-3730be06f2490eae.js","839","static/chunks/839-32c7e15266c081c9.js","6540","static/chunks/6540-5d6530b054f25a6b.js","5764","static/chunks/5764-0507c1c107226244.js","2513","static/chunks/2513-39e68f1f69ce956a.js","7946","static/chunks/7946-aed52829e81f011b.js","3982","static/chunks/3982-b04ba275a810ad54.js","9077","static/chunks/9077-f55f5027eea98819.js","4586","static/chunks/4586-f9e8338b66cffe97.js","3689","static/chunks/3689-b2ef3710900605da.js","8968","static/chunks/8968-ea3d3624641d4a14.js","4233","static/chunks/4233-36a8a4d592db7f7e.js","5458","static/chunks/app/dashboard/episodes/%5Bid%5D/page-79fb4f814d331213.js"],"default"] 20:T48e,This is a link post.

Someone I know wrote this very nice post explaining the core intuition around Shapley values (which play an important role in impact assessment) using Venn diagrams, and I think it's great. It might be the most intuitive explainer I've come across so far.

Incidentally, the post also won an honorable mention in 3blue1brown's Summer of Mathematical Exposition.

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First published:
December 6th, 2024

Source:

“Understanding Shapley Values with Venn Diagrams” by agucova

LessWrong (30+ Karma)