pov you asked her about her interests

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his game is so hard, hes out here making jokes about topological loop space gay breeding porn @scheminglunatic holy fuck

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the more i think about this the more i think the obvious alternative is that kids should know what eigenvalue decomposition and null spaces are before they turn 17.

i should clarify that i think we could easily teach other math and cover most of the highschool applications of polynomials in two to three weeks in college for the classes that need it. but highschool focuses on the specifically algebraic perspective, which is out of place imo.

suddenly bothering me a lot that we teach specifically quadratics to teenagers instead of plenty of other mathematical concepts. what, in history, made us privilege polynomials in the education of children??? why not group theory?? who fought to get this in the curriculum???.

you say that but i've seen mfers who "know linear algebra" get absolutely fucked up at the sight of Let A ∈ ℝ^n×n be a linear operator of rank k≤n then there exists a basis {v_1, . , v_(n-k)} with span K called the null space. ∀v ∈ K, Av=0 and when k=n, K={0}.

you point and laugh but that kind of guy is probably a TA/prof of mathematics and his expertise is almost CERTAINLY topology. i have seen this happen TOO MANY TIMES.

i asked her like two math questions and she started reading about "blow up space jets"

name a more iconic duo than first chapter of control theory text and a bang-bang controller example.

i see a space called "trump sends nuclear subs to russia" and im just thinking about that. like yeah. i can imagine trump saying "the taxpayers have grown weak, i am donating nuclear submarines to russia so that the taxpayers might remember why they pay for our military spending".

LLM generated omnibus spending bill will go insanely hard.

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you're shitting me. all it takes to trigger twitter bot detection is sending a bunch of links to someone. how can the bot detection be *that* bad

it's actually completely normal to watch stanford EE364A convex optimization and come away from it wishing stephen boyd was your dad.

trying to get an estimate of how much space shrimp take up. interestingly seafood has a density close to sea water (it has to in order to avoid issues due to buoyancy) but this does not help us in assessing the density of shrimp since we have no bounds on optimal shrimp packing.

10^100 shrimps is a fairly reasonable estimate for the number of shrimps in our universe if you take into account the dark shrimp matter that must exist in galaxies to account for strange gravitational behaviour.