My interactive video lectures for Calc III (vector calculus) from this semester! All done in @LiqvidJS, with help from @threejs, react-three-fiber @pmndrs, and @Desmos; captions by @3playmedia.

@JNYBGR Check out @biomejs , it's not (yet) quite as full-featured as ESLint but it's much much faster

@adamwathan All updates are patch updates. If it's a breaking change, it's a bug that it worked in the first place. If it's an added feature, it's a bug that the feature wasn't there in the first place.

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@littmath set that remembers what was taken from it

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RT @jeremyjkun: Fully Homomorphic Encryption and the Public

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RT @aaronnarraph: CW: Graphic violence On December 10th, 13 upstate prison guards strapped Robert Brooks to a gurney and choked and beat h…

@quinnswm This is algebraic de Rham cohomology (of schemes), but the same idea should be useful for all variants of de Rham cohomology

@quinnswm 1) H¹_dR(ℤ[x]/ℤ) = ⊕_{n>0} ℤ/n<x^n dlog x> is cleaner to write this way 2) Similarly for (derived) de Rham cohomology of ℤ[x]/x^e rel ℤ, see 3) Formulas for the de Rham-Witt complex are all written with dlog 3)

There's also a cool perspective on dlog via homological algebra in