chloe

benis beeeeeeeeenis

[chloe @schala163]

im @[email protected] on mastodon and u should follow me in case twitter explodes pls

[chloe @schala163]

@TimHenke9 @littmath right. The gluing data is a cocycle with values in GL_n which is a very precise sense in which keeping track of the isomorphisms between fibers encodes all the interesting information in this example

[chloe @schala163]

@TimHenke9 @littmath if you glue a bunch of trivial vector bundles on an open cover you get a trivial vector bundle, but if you glue a bunch of trivializable vector bundles you can get an vector bundle (at least in some contexts)

[chloe @schala163]

@littmath "it's surprisingly hard to avoid both being good and being bad" i mean he's not wrong...

[chloe @schala163]

@mathematicsslut ahahaa hi..

[chloe @schala163]

@kirbykaze_ i believe it is literally impossible to get a good fastfall timing on AC nair with making some unreactable assumption about which parts of the move are going to induce hitlag, which imo is neat

[chloe @schala163]

@AdithyaRao @QiaochuYuan no they didn't. That's not true actually. Before Euclid nobody knew anything about Euclidean geometry, if you can even believe it.

[chloe @schala163]

@littmath Claude demands the m̵a̵t̵h̵ materials science rigor

[chloe @schala163]

@TonyTheLion2500 🥺

[chloe @schala163]

@JDHamkins the induced map on the 0'th exterior power of a 0-dimensional vector space is the identity 🥰

[chloe @schala163]

@littmath "deep research helped me prove the riemann hypothesis and now the Clay Mathematics Institute owes me a million dollars" see it just lets me type anything

[chloe @schala163]

@littmath the you gotta understand is, anyone can just whatever they want on here

[chloe @schala163]

@QiaochuYuan @UntilTrees i don't know what im talking about LMAO

[chloe @schala163]

@QiaochuYuan @UntilTrees The other one should be something like the smallest fixed point of the map that sends alpha to the "alpha'th church-kleene ordinal" (by which I mean the smallest ordinal whose order type is not computable by an ordinal turing machine up to rank alpha)

[chloe @schala163]

@littmath What are the questions 👀

[chloe @schala163]

@pythagoreancat there's a version of gauss-bonnet for orbifold surfaces that reduces to this formula when the metric is flat (so all the curvature comes from orbifold points) and reduces to the usual gauss-bonnet theorem when there are no orbifold points

[chloe @schala163]

@naianyaaa i agree