Please fund my research in finding fewer applications of mathematics. I'm going to start my project with trying to find fewer uses of trigonometry, so that ideally we can eliminate the need for remembering trigonometric identities. Then I'm going to move on to researching fewer uses for integration by parts, because that tends to get real tedious real fast. With your unending financial support, I believe I can return mathematics to the purity and simplicity it has always yearned for.
Every now and then I remember that Malbolge exists and I get to spend the better part of an hour cry-laughing at the world’s worst programming language
already starting off strong, but it gets worse
Wow! Sounds easy and intuitive to use! What’s the “crazy operation” you ask? We’ll get to that later. For now let’s see what a program in this language looks like :)
Thanks! I hate it!
it’s so difficult to work with that the first program was written by another brute force search program
mmmmm delicious base-3 arithmetic, what could go wrong? (For reference, that means this program forgoes the usual “0/1″ values of binary code in favor of a much more fun “0/1/2″ set of values)
ah.
Here’s how the language actually figures out what to do. It’s got 8 “simple” commands that can be executed easily by *checks notes* running the code itself through the modulo operation and taking the result.
As a bonus, on top of all that every single character in your code will now alter what every single other character does. So I hope you’re alright with cracking a cipher every time you add a new letter to your program!
oh god oh fuck.
behold, Malbolge’s primary arithmetic operation and what you’ll be using for most of your math while programming with it :)
This looks specifically designed to be the least logical math operation you could make, and knowing what the rest of Malbolge is I’d wager that’s precisely what happened. I never want to ever use this and it’s my favorite thing I’ve ever seen.
https://en.wikipedia.org/wiki/Malbolge
Anyways here’s the wiki page if you wanna read through it more deeply, I’m gonna sit here holding in my laughter staring at the hello world program again.
but how is this related to adhd? I'd say my ability to have fun is diminished because of the dopamine deficiency, I'm basically constantly bored, and afaik adhd increases the risk of substance abuse disorders, so I don't see the point of bringing up adhd in this context
Me: I don't take alcohol, smoke weed or do any other substances.
Everyone: Omg!! then how do you have fun??
Me: I have ADHD.
Thinking about how when my oldest brother took Japanese classes his professor was like your pronunciation is really good 😊 but you need to watch movies that aren't about the Yakuza because you sound like a criminal
hairy ball theorem, stokes theorem, poincaré duality, nullstellensatz, idk too much to choose one
What is your favourite mathematical theorem? I'm personally torn between the compactness theorem for first-order logic, and the fundamental theorem of Galois theory.
eigenvalues are just the TLDR for a matrix
at some point I was wondering what about the researcher publishing their paper in an expensive journal and it turns out that the author does not make a lot of money from that, so it really is about fucking this exploitative system and not doing any substantial harm to the researcher, if anyone was worrying like I was
This is about Sci-Hub. yeah we get it.. gatekeep knowledge and protect the interests of capital…
did that to me
We need books that affect us like a disaster, that grieve us deeply, like being banished into forests far from everyone. A book must be the axe for the frozen sea within us. That is my belief.
Franz Kafka
stepped on a plum (overripe plum) (barefoot) it was on the driveway got out of the car and accidentally (didn't know it was there) stepped on the plum (warm) (on the ground) (it had fallen from the tree) barefoot (no shoes) wearing long pants (too long) (need to hem them) plum viscera got on them (the pants) unexpected plum on the driveway (hot plum) (97 degrees out) already super hungover (throwing up all morning) (should not have been driving at all) and I stepped out of the car (black car) (97 degrees out) and onto the plum (unexpected) (didn't know the plum was there) and it burst (plum nightmare on my only good pair of sweatpants) still we find ways to keep ourselves going from day to day
25 XII 2022
this chunk of the semester is finally over, sweet jesus I'm so exhausted. I'm getting the well-deserved rest and later catching up with all the things I put on my to-do list that I kinda learned but not really
the test I had last week went fine. frankly I expected more from it after solving more than 50 problems during my prep, but I scored 74%, which is objectively great and more than I predicted after submitting my solutions
here is my math plan for the break:
in algebraic methods I started falling behind a few weeks ago when I missed two lectures while being sick. they were about resolutions, derived functors and group homology and afterwards I wasn't really able to stay on top of my game like before. high time to get back on track. in commutative algebra I was doing ok, but there are some topics I neglected: finite and integral maps and Noether's normalization. for complex analysis everything is great until we introduced the order of growth and recently we've been doing some algebraic number theory, which btw is a huge disappointment. don't get me wrong, I understand the significance of Riemann's ζ, but the problems we did all consisted of subtle inequalities and a lot of technical details. I am doing mainly algebraic stuff to avoid these kind of things lol
when we were doing simplicial sets I stumbled upon some formulas for the simplicial set functor and its geometric realization and I thought it to be a nice exercise to probe them, so here it is:
I won't know if this proof actually works until I attend office hours to find out, but I am satisfied with the work I put into it
I already started making some notes on the derived functors
other than that I have this nice book that will help me prepare for writing my thesis, so I'd like to take a look at that too
as for the non-math plans, I am rewatching good doctor. my brain has this nice property that after a year has passed since finishing a show I no longer remember anything, the exponential distribution is relatable like that. this allows endless recycling of my favourite series, I just need to wait
I wish you all a pleasant break and I hope everyone is getting some rest like I am
⁕ pure math undergrad ⁕ in love with anything algebraic ⁕
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