Landscapes by Max Ernst.
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shark vs the universe
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@nablavii
Landscapes by Max Ernst.

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- noidVoid -
Man, this week was kinda weird. I got a 0 in theoretical mechanics (f u Newton), I took some really interesting classes on quantum computing, cosmology, math-phys and I really enjoyed QM classes. I feel kinda lost, I was alone this week but this time... I couldn't find myself. Usually I get up and take responsibility for my decisions, now I feel tired and kinda depressed bc of some consequences... Idk. I came back to my road but feeling a lil empty, damaged.
Pd. I really enjoyed the Klein-Gordon equation derivation (and it is not part of my current classes lmao).
Anyways. I hope to see some light at the end of the road (semester or theoretical mechanics course). See you soon, guys 🫂
real math doesnt have “numbers”
~ what a tough week.
These are the kind of days when I do need a hug.
Interesting math fact of the day #485:
The generating function for perfect squares is
I wouldn't consider there an equality, actually taking it as a function, corresponds to its power series lol.

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There's nothing more depressing than Newtonian Theoretical Mechanics. Man, I hate it.
GEOMETRY IN QUANTUM MECHANICS
Man, what a week. After I had a reunion with ma bae, I got sick, I finished my numerical methods hw, I did some theoretical mechanics exercises and took a QM class, THEN I assisted to the Geometry in Quantum Mechanics Advanced School. I understood some complicated concepts I was not used to like entanglement, Hilbert projective space, group representation and a MASSIVE etcetera. Furthermore, I found a new branch that made me smile for several minutes and gonna change my thesis topic once again hehe. I mean, I don't want to be the confused kiddo who's not able to make a decision, but I want to be sure that my topic is gonna make me feel comfortable every time I have to study something related to it.
I won't say either which is it, but I'll show some stuff at the end of the semester. Dude, am very excited about some decisions I made this week.
Hope u got a good week, good time, good life. See u soon 🙂↕️
I B M ~
What a week. I mean, good scientific stuff, I've seen three QM Pilar's (Harmonic oscillator was there), started numerical lineal algebra, tried some rigid body problems and I think picked a satisfying thesis topic related to IBM (I won't put the meaning of that 'cause am jealous of my kinky topic). Over a different section of my life, I came back to gymnastics and I think I solved some personal troubles I was dealing with. Anyways, interesting scientific/social environment this week.
Inter - pretation
Well, numerical methods exam, continuum qm and more theoretical physics this week. Math and physical interpretation is getting a little tough these days.
Anyways, I keep smiling every time I see phys-math connections in my lectures.
So, this is the hard math.
I mean. After taking 4 calculus, some complex variable and linear algebra; in the nuclear engineering branch I had to take 2 math tools (numerical methods and probability), I took probability in the previous course , so am taking numerical methods. It is not my favorite one, but I consider the subject "interesting". Also I decided to add theoretical physics I and quantum mechanics I. I'll catch you up about my progress. See ya soon, buddies.
Pd. Gotta be honest, I'd prefer differential geometry, modern algebra or analysis, but they're not available in my nuclear branch; I'll have to give them a chance as a listener.
P.Pd. Yeh. I attended a SUSY QM conference and I've earned this cup. I love it heh

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Interesting math fact of the day #323:
Prove ur thing doe
Answer (1 of 4): arc tan 1 - arc tan 1/5 = arc tan 2/3 Subtract another arc tan 1/5, (no. 2) arc tan 2/3 - arc tan 1/5 = arc tan 7/ 17 Su
proof here
Well, u showed me the link but was not the transcription wrong? I think's 1/5 and 1/239 and the image takes the inverse of those numbers.
Interesting math fact of the day #323:
Prove ur thing doe
Well, maybe nuclear engineering isn't that bad. I mean, I hated chemical engineering, but nuclear totally changes my perspective. I'll keep on mathematical-physics anyway lmao.
I wanna be a mathematical physicist, I'm not sure about taking a branch, but I'm pretty sure that my next "grad" will be related to Operator Theory. I might get crazy, but man, just imagine it.
Introduction to Homological Algebra 1: Chain Complexes and Exact Sequences
At its heart, homological algebra is the study of chain complexes, exact sequences and measuring how chain complexes fail to be exact. In this post we shall introduce the first two concepts and talk about how to measure the failure of exactness (homology) in the next post. Later, we will also want to study how well functors preserve exactness and this will amount to measuring how certain complexes fail to be exact.
I will be assuming some familiarity with category theory and module theory. I have a post about category theory here and I may write a primer post on module theory in the future. I will recall the definition of a module over a ring before we proceed!

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Probably the hardest semester I've ever had, hehe and next semester gonna take quantum mechanics I. Maybe flipping burger's not that bad.
What the fuck dude let him in
Why are they doing this to him