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For example, I've been reading in depth about reverse engineering lately and improving my web h4ck1ng skills by playing CTFs. And every night before bed, I read philosophy to stay sane. I'm currently reading "Negative Dialectics" by Theodor W. Adorno.
What about you?
Manifolds, tangent spaces, conditional extrema.
Also, Putonghua.
calculus of variations on manifolds? physics detected
Nah, just want to remember the topic for when I get back to dealing with more interesting stuff like Lie groups and algebras.
The end goal is to get into algebraic topology (and topological algebra).
I don't tolerate how impure physicists are.
Imagine the atrocity of actually applying math. /jk
haha algebraist brained corn meme
derham cohomology is important for dat so enjoy!
Homology theories are very beatiful, and I do want to recall the topic of de Rham cohomology.
EDIT: autocorrect can't distinguish between words 'homology' and 'cohomology'.
it starts out so beautiful but it can get so .... twisted https://ncatlab.org/nlab/show/twisted+cohomology