Iβll take the waterboarding instead, thank you
this post was submitted on 20 Jul 2026
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or gen and upper division chem, and biochem. both are very unpleasant.
Math is very interesting if you can take your time to understand it
I would love to take a class on functional analysis
Thatβs odd, Iβve already taken courses covering the material described in that course. The functional analysis course I wanted to take covers:
Banach and Hilbert spaces, bounded linear maps, Hahn-Banach theorem, open mapping theorem, closed graph theorem, topologies, nets, Hausdorff spaces, dual spaces, weak topologies, Tychonoff's theorem, Banach-Alaoglu theorem, reflexive spaces.
Interesting how they split things up differently.
"I bet I'd be better at studying now with my adult brain as I was back then"
lol no
better dedicated, more dumb.
I wrote a computer game (including the engine), and matrix / vector math plays a key role in movement and rendering. Definitely needed some refreshers, but the good thing is it is not abstract anymore like it was in school, all math things are directly relevant to in-game objects and mechanics.
Is this computer game available? I'd like to try it out
Of course! Dark Streets on Lexaloffle
Plays in browser, you can see the code right there too, or LMK if you want a more-commented version (had to remove comments to save space)
I took a computer graphics class as a freshman that blew my mind with the concepts, but the math was way above my level. Basically 1/2 the class was graduate students, and the prof was talking about partial derivatives on day 1. There wasn't even a math requirement...
Around 4 years after the class I went and relearned it and finally realized what the teacher was talking about and I was blown away for a 2nd time.
Honestly, if you audit the class without the pressure of the grade, it probably WOULD be fun. The stress usually comes from needing a good GPA etc
A class of students doing that would be a million times more fun for the professors too. Acadamia would be so much better if education were its primary purpose.
I went back to school to study advanced math a couple years ago and it was a blast. Math as an adult is great.
I was just thinking the other day I should check out graph theory
I hear kΓΆnigsberg is lovely this time of year.
Walking the bridges eventually gets repetitive tho
I'd prefer not to take the same bridge twice tho
I know a guy. His family keeps Owls.
He can destroy those bridges for you
I've been wanting to get into category theory lately. It genuinely sounds super fun
That was my niche in grad school. I authored a paper proving that the CW-complexes in the category of small categories under the Joyal-Tierney model structure are exactly the groupoids. I never came up with a reason why anyone should care, but at least it was fun.
That looks like gobbledygook to me, and I wanna get all up in dat good good gook.
Just take the direct limit of the pullback over the wreath product of the sheaves
-- statement dreamed up by the utterly Deranged
they have played us for absolute fools
That's so weird, I was just thinking the other day how much I love squeezing lemons directly into my eyes.
Stop being edgy.
Ngl, I've been getting that a bit recently despite those classes being super stressful. There are a few classes, not just math, that I feel like I could gain a lot more out of by retaking them now with a couple years in the field behind me. Not that I did poorly in those classes, I did very well, but a lot of that stuff was just too abstract to me at the time to stick beyond the next exam.
I sometimes wish I could retake my school math classes. I was never good at math but I feel like now that I have seen some practical applications for stuff that we were force fed back them, I could learn it much better.
What practical applications?
I work in computer science (specifically in embedded software) and had a task last year where I needed to extract the pulse rate from a biosignal by detecting the signal peaks and measuring the intervals between them. Derivatives of the signal can be used for the peak detection, but I honestly did not think about this until a coworker reminded me.
For processing any digital signal, digital filters are incredibly important. When working with them, you will be exposed to polynomials though.
If you are interested in robotics, vectors are also quite important.
I got as far as Calculus III and Linear Algebra in college. Nowadays I'm sure I could not do a derivation or an integration to save my fucking life and when I see a matrix my brain thinks "wow, numbers in a grid!"
It was actually fun to do khan academy high school math on my own terms
I think I might do that too in the future. Tried it before but I wasnβt in the right head space back then.
I was going to say something similar. When there's no 'pressure' and you just get to learn it without being tested on it, and potentially have negative outcomes if you do poorly on that testing, then it's just a neat fact much like any science meme being shared.
Took me a moment to realize he didn't grab a pink frog outta nowhere to yell at...
Oh good, you see them too
I experienced this while assisting someone with their homework. It's how I ended up in another country, earning a post-graduate degree, at forty. And brain was right, it WAS fun!
Something computation heavy? Yeah no that sounds exhausting. Something proof heavy? Mmm, don't mind if I do.
When you get older you learn math with purpose can be really fun.
Ouch!
"Fun" is really not the right word. Even if you will like doing that course, "fun" is really not the right word.
It can be. Solving some equations feels a lot like manipulating a Rubik's cube, and people can find those fun, right?
Theoretical CS is the most interesting stuff I have ever thought about. It's fun to me the same way an interesting book is fun to read. Different from riding a rollercoaster - but not un-fun at all