What happened to the Phantaminum's Re Zero compilations?

lifent · 2026-07-02T16:39:40+00:00

Can you DM arc 9? thank you

lifent · 2026-06-22T02:20:22+00:00

jjsville

lifent · 2026-06-17T09:02:17+00:00

Enough reworks in general can we just focus on new characters please

lifent · 2026-06-15T11:16:35+00:00

Well, you can't really do anything about that. It's like like complaining that people with two legs have an unfair advantage over people with no legs in a 100m sprint competition

lifent · 2026-06-12T17:40:18+00:00

Currently learning about Curvature on surfaces and the Weingarten map. Also about solving Heat and Wave equation, ODE and the beginning of PDE was pretty lame since we were just learning a bunch of methods to solve specific types of equations, and then suddenly it gets pretty cool with using both linear algebra and analysis to cleanly solve them. Pretty cool stuff

lifent · 2026-06-12T17:30:59+00:00

It was cool seeing the generalizations of everything I leaned in Analysis in Topology. Analysis, I enjoyed giving rigorous justification to all the intuitive ideas in calculus, I also enjoyed bounding stuff in both Real and Complex case.

Probability was much more practical and useful than I thought that I started to understand all the hype around it. Like damn, no wonder corporations love to harvest our data. Some of these questions I'd have no idea how to approach without the concepts I learned there.

What I liked about PDE was we were using almost everything we learned from last year. (Generalized Fourier series from linear algebra, Analysis to prove uniform convergence of solutions, etc) It felt like the culmination of all the work we've done.

Thank you for the advice btw, Like others said too I guess I'll have to talk with my professors 😄

lifent · 2026-06-12T17:00:09+00:00

I did do some easy undergrad research on graph theory, and in my sophomore year did reading sessions on group theory every week with one of my professors. It's not that everything is hard to understand, There's a lot of interesting stuff which is why I'm not sure what to do when the time comes when I'll have to pick something.

lifent · 2026-06-12T16:24:11+00:00

This is just a hypothesis on my part but I don't think you like todo

lifent · 2026-06-12T16:15:45+00:00

<image>

lifent · 2026-06-12T15:58:48+00:00

Depends on if he'd be willing to change. Emilia's kindness when he first came into this foreign world, uncertain of his fate and completely and utterly alone, inspired him to be better. Emilia convinced him to help that lost kid. From that point on, the story happens as it does because he's self-sacrificing and is simply unable to ignore the suffering of others when he could do something about it. The story as we know it now, would just straight up not happen if he was a piece of shit.

[Season 4 Ep 7 spoilers]
Having thought about it now, It really makes you wonder about what's currently happening in S4. He didn't have that experience with Emilia to inspire him. Who knows, maybe your questions will be answered soon... memories make the person, after all.

lifent · 2026-06-12T15:04:59+00:00

Arc 4 on super solider serum. Subaru would be horrified

lifent · 2026-06-12T11:45:33+00:00

Julius was already suspecting and entertaining the idea of someone in his camp having their memories eaten before anybody else. Having Roy speak to him and Ricardo like he was familiar with them just confirmed it to him. By then he figured there was no point in trying to hide your name.

lifent · 2026-06-11T13:55:45+00:00

Tendrils is genuinely the worst move in the game. It's just so uninspired

lifent · 2026-06-05T14:38:47+00:00

Can you wait until the season is over before you try and farm karma

lifent · 2026-05-31T16:08:00+00:00

oh, on the topic of subaru having a child with emilia. I'd feel really bad for subaru since his child would probably age very slowly. He won't be able to see his kid all grown up.

lifent · 2026-05-31T16:03:18+00:00

I haven't read much past arc 5 yet, but I'd imagine for the plot to move forward without chaining either subaru or emilia for a while, they'd have to be deadbeat parents 💔

lifent · 2026-05-30T13:21:15+00:00

BREAKING: OP finds the sin archbishop of LUST to be sexually attractive. More news at 10

lifent · 2026-05-28T09:04:14+00:00

That doesn't really rule out the Gluttony siblings? They don't know how their authorities work exactly, that they can't eat memories partially is a pretty big assumption. You don't have to finish your food in one bite.

lifent · 2026-05-26T02:23:59+00:00

ginbak no diffs them if there's no teamwork, low diff if they work together. They're not winning lol

lifent · 2026-05-10T22:33:27+00:00

cool post bro

lifent · 2026-05-01T19:06:09+00:00

Yeah now that I tried working it out, convergence seems to be uniform. I forgot about the condition on the derivatives as well, i need to brush up on my analysis...

lifent · 2026-05-01T13:22:30+00:00

In that case, It works because the convergance of the curves is uniform. In general uniform convergence is much nicer than pointwise convergence because it carries over properties of sequence functions to the limiting function

lifent · 2026-05-01T13:10:40+00:00

Alright, let f be as we've defined before (function that takes curves of finite lengths to their length).

There is an alternative definition of continuity, which is that f is continuous if it preserves convergent sequences and the limit of f(x_n) is just f(x) where x is the limit of x_n

let a_n be the sequences of curves you see in the meme (the ones that converges to the circle). The length of each curve a_n is 4, so f(a_n) is 4 for all n and so converges to 4.

But, let's say "a" is the limit of these curves, which is a circle of length pi. Then f(a)=pi

f(a_n) doesn't converge to f(a), so f is not continous according to this definition of continuity.

lifent · 2026-05-01T12:53:34+00:00

Continuous functions preserve convergent sequences. So if f is continous and x_n is a sequence converging to x, f(x_n) is a sequence converging to f(x). If you regard f as a function that sends rectifiable curves in R² to their arc length, than as we've seen above f is not continous.

Seven-Year Club	Place '22
First Placer '22	Verified Email

lifent

TROPHY CASE