#serious-discussion
1 messages · Page 43 of 1
Good.
I have an algo test on Wednesday, this is triggering me.
what is inverse of -iota
iota?

you know i

imagenary number
Which inverse
we here knwo it iota
z^-1 of -i
Why did you call it i in #discussion but iota here?
1/-i is i.
cuz both same
alr thx
just curious
try to understand why tho
Hey boytjie
people are not kind much to tell why its like that
i gotta fegure on mah own
Hey Slurp
do you want help?
figure
yeah sure
1/-i = (i * 1) / (-i * i) = i / - ( i * i ) = i / - ( -1 ) = i / 1 = i
np
he helped its more then good Y-Y
i hate latex
You use word?
Wtf
Or lyx?

Using word would be based tho lmfaoo
I bet he uses tex
TeX is based
Ryc I have continued my work on my tex talk
I have begun covering alignment
(Just for you keep in mind <3)
not in handwriting
Wow
LaTeX isn’t for math, it’s for making funny colored boxes
and that's my luck
Gobble gobble
Go to sleep
You’ll fall asleep in lectures tomorrow dawkie wawkie
A growing boy needs lots of sleep
OooOoo
Nuu
Not falling asleep in lectures!
I can't afford to do that
Indeed!
Slurp being a purist
Hi @chilly hull
hi
How’s Schroder going
That’s good
Did you read any over thanksgiving break?
Or were u too busy in a food coma
food coma
More proof that you are an inherently evil person
christmas shin 
yay :))
Hi shrui
hat bandwagoners
just got an interview invite from oxford for maths :) anyone know any places for interview type questions? i have like two weeks lol so im just trying to find loads to do (pre undergrad :) )
mow good moren
hai hai !
i just need to
get through this week
me every week
it never ends
yo nice
hi guys
yoo good luck!
ah thanks
!
@neat lintel Sorry for the ping and to bring it back, but what was it that I misunderstood? You literally denied that "things exist before you think about them". Like that's popular metaphysics stuff, I dont see how I misinterpreted you. Btw, I'm genuenly curious. (I dont intend to start a debate)
Also, I really dislike when people make assumptions about others online, when so few information is available, but I will get over it
you can't disprove that things existed prior to last thursday 
(if you dont want to answer, ignore it or just say so, its ok)
ok
They won’t see this, blitz has the perma studying role
Does anyone know if a programmatically generated key stroke from say python would prevent my windows 10 computer from going to sleep?
The company I work at enforces a 5 minute sleep policy that I am trying to bypass
You could try it
5 min sleep policy?
Yeah but it is a pain installing python modules from the work computer so I was curious if someone knew if it is a good idea before starting the process
Do you guys have to sleep for at least 5 min or something?
Can't you do that in C
you might be able to even do it in bash
Bash would be great. Do you know if there's a way to do it without any imports?
idk I was just guessing that Bash could do it
A quick google search seems to imply you're far from the first person who desires such a script though
I did a bit of googling and the ones I have seen seem to need some dependency. I might have IO as core functionality in C so I will give that a shot
are there any math projects related to coding? Not discrete/number theory pls 😭
What level?
im just going to say that there are elitist students at MIT who go to FAANG but MIT also has a very high proportion of people who are just interested in pure math who don't want to do all of that stuff
i only know multivariable calc and linear algebra
do MIT students glow?
and what should I do with my truck when I see them?
use the truck
thank you
I decided to check on the millenium problems just to try to see what they mean
Is it me or the hodge conjecture is the most incomprehensible of them
Yeah that one I don’t understand either
both of these involve a lot of heavy algebraic geometry and stuff to even state the conjectures
The others have explanations I could follow
Yeah that’s fair
Cause I check Wikipedia and see the “simple terms”
yeah this is very vague
in algebraic geometry one studies spaces defined by systems of polynomial equations
the geometry here is very "rigid" and it's very hard to deform things
So it’s not like topology I imagine
in topology the spaces that are studied are a lot less rigid
right
if you have a complex algebraic variety, so something defined as solutions to a system of complex polynomial equations, it has an underlying topological space
somehow this topological space, or invariants of it, remembers something about this algebraic variety
So you can get back to the algebraic version from the topological space?
one thing that we want to remember is the subvarieties of this algebraic variety, these are quite special among more general subspaces of the topological space
the Hodge conjecture identifies some invariants of the topological space that remember something about subvarieties
specifically you look at a certain subspace of the rational homology H^{2k}(X,Q) of X, this is some finite-dimensional vector space over the rational numbers, the claim is every class in this subspace is a linear combination of some classes that come from honest subvarieties
this sort of thing is very hard because you're sort of trying to reconstruct or remember all this rigid information starting from very limited topological information
Why only the rationals?
like if you want to write down these subvarieties, it's saying if you only know some very floppy shape you can turn this into an explicit set of polynomial equations for subvarieties, and nobody knows how to do this
the cycle classes of subvarieties define classes in rational cohomology, actually in integral cohomology
the integral version of the Hodge conjecture is false, there are explicit counterexamples that people have constructed. There are good reasons to believe weakening this a little to a statement about rational coefficients is the correct statement
Oh ok so this is the more specific version of that conjecture
there's a very closely related conjecture called the Tate conjecture, which is also about relating the structure of subvarieties to some other information coming from cohomology
but again the theme is how do you take topological information and recover arithmetic information (sets of polynomial equations), this is very hard
So the point of proving this conjecture is making the link?
It seems like a lot of the big problems are about linking fields of math
right exactly
I understand why Riemann hypothesis got famous and not this one in the millenium problems lol
Riemann Hypothesis and BSD are also both like this but with a different theme: they're about relating analytic information about L-functions to arithmetic information, in the case of RH it's about the distribution of primes, in the case of BSD it's about the distribution of solutions to polynomial equations modulo primes
again building a big bridge between pretty distinct areas
Is there an area of math that seems isolated from the rest
maybe not completely but you could probably name a pair of fields that genuinely do not interact in as many interesting ways as other fields
That’s fair
Thx for the explanation btw
Is there a video series you know for more in-depth explanation btw
I don’t have a good understanding of this in general
idk if there are many good videos on this stuff
you can definitely learn about a lot of this stuff by following wikipedia in circles
That’s true, I could go definition by definition
the longer alternative is you'll gradually get more comfortable with these concepts as you progress through your math education
i suppose you're in like early undergrad or high school
I’m the equivalent of that in Quebec I think?
ah the cegep thing right
I saw derivatives, integrals, complex numbers, series, sums and rn it’s linear algebra
Yeah exactly
But I look up a lot of things cause big problems sound cool
yeah they definitely do sound cool, just be aware it will take a lot of time to be more comfortable with understanding these problems because of how layered everything is
like for example before one learns algebraic geometry they usually have already gone through some introductory group and ring theory etc. for mathematical maturity
yeah papers are pretty dense
Yeah that’s abstract algebra right
yep
yeah its the natural next step
Kinda wish I had more maths, cegep is cool but it delays what I want to do lol
yeah the waiting can be frustrating sometimes
if you're eager to learn more you could perhaps try reading through textbooks
Yeah I got one of my teacher to send one for number theory and advanced calculus
Well they’re more like documents
But they’re very long
yeah those are probably good places to start
even for stuff you're learning right now like linear algebra, you might benefit from supplemental texts - I'd recommend Hoffman-Kunze for lin alg, you might like it
Is it the 400 page one
yeah around so
its pretty comprehensive
you'll come to realize that lin alg shows up in a ton of places in higher math so its a good investment to get very comfortable with it
Isn’t the goal of linear and abstract algebra to group objects to explain properties about them
Or prove them
its one of the goals, to look at the properties of algebraic objects
like one of the motivations for studying abstract algebra is that many different objects like the integers, matrices, polynomials, vector spaces etc all share similarities - and group theory studies these inherent similarities
by means of abstracting away information specific to these individual objects
hi
Ello
Engineering
And finance
And Statistics
And physics and the sciences
And Computer Science maybe
do i need to learn topology to find out how to counter yasuo dash e q? to become esports legend
specifically talking about him
not general
computer science is 90% math what are you maybe ?
It's the math I don't want to talk about
?
theres only 1 math you need for it
hahahahahah
depending on the field
you only need discrete mathmathics
Ok,I feel like the programming language folks are overrepresented on the internet
Compared to people who do cs in general

Indeed
Imagine if people put "country" as per instructed 
State
Lmfao, Grass’s pfp

Hardest problem on the test.
@deep mango would u have any expertise in the area of optimisation (and some free time)
Got problems 
would u? waw
Okay
but im uhhh finding it hard to balance between
short and explaining it thoroughly
sry if its a long read 
Not a ton
ill look
tldr, ig if you've heard of L-BFGS-B you can definitely help me
I have not heard of that
if not, then idk, maybe some technique in coming up with a cost function
all i've been told is come up with a smooth cost function
(but i have doubts whether truly smooth is necessary)
It's a quasi Newton method (usually for unconstrained optimization, but with -B, you can also have box constraints)
in terms of how its programmatically implemented, is it likely to be sampling my function on a discrete grid?
ie. a function which looks smooth (but is a bunch of straight lines if u zoom in) any good?
It starts with an initial set of parameters and moves along a direction that reduces the cost functional
right ok
so the cost function for each x, is going to look like this
but i basically want to get away with approximating this with straight lines
like so, or something
Off to #numerical-analysis you go
oh i posted in #computing-software 👀
yh ok
Ok well one of them
@deep mango can I bother you now?
i'm eating apple pie
delicious
what do you want to bother me about
$\sum_i e^{a_i^Tx+b_i}$ is a good test function
Transparent_Elemental
So, I think this is the correct formulation for the Biot-Savart law: Given a divergence-free vector field (B\colon\mathbb{R}^3\to\mathbb{R}^3) with (\lim_{|x|\to\infty}B(x)|x|=0), the formula [B(x)=\int_{\mathbb{R}^3}\nabla_x{G}(x,y)\times J(y),dy=-\frac{1}{4\pi}\int_{\mathbb{R}^3}\frac{(x-y)}{|x-y|^3}\times J(y),dy] holds, where (G(x,y)=1/(4\pi|x-y|)) is the fundamental solution to the Poisson equation and (J(y)=(\nabla\times B)(y)).
Zanarkand
yes
From the assumption (\nabla\cdot B=0), it follows that there exists a vector potential (A\colon\mathbb{R}^3\to\mathbb{R}^3) such that (B=\nabla\times A).
We choose (A) such that (\nabla\cdot A=0) holds (transverse gauge), which is possible by the Helmholtz decomposition. (This is the part that confused me most when I tried to derive the above formula.)
For this vector potential, we have by the vector triple product that [J=\nabla\times B=\nabla\times(\nabla\times A)=\nabla(\nabla\cdot A)-(\nabla\cdot\nabla)A=-\Delta{A}.]
The solution is given by [A(x)=\int_{\mathbb{R}^3}G(x,y)J(y),dy.]
Thus [B(x)=(\nabla\times A)(x)=\int_{\mathbb{R}^3}
\begin{pmatrix}
\partial_{x_2}{G}(x,y)J_3(y)-\partial_{x_3}(x,y)J_2(y)\
\partial_{x_3}{G}(x,y)J_1(y)-\partial_{x_1}(x,y)J_3(y)\
\partial_{x_1}{G}(x,y)J_2(y)-\partial_{x_2}(x,y)J_1(y)\
\end{pmatrix}
,dy=\int_{\mathbb{R}^3}\nabla_x{G}(x,y)\times J(y),dy.]
Zanarkand
It's not exactly what you posted in #chill
what's different about it
ok i left out decay conditions
wat
I expressed B as the cross product convolution of the gradient of the fundamental solution with the curl of B
Okay, then it's the same
Vorticity
I thought u was the vector potential

There are many biot-savart laws in many places
hi
cuz product rule for curl is like
It was cut off
It was cut off
does anyone can help me out with permutation combination : )
okay
yea
urgh
I hope it gets across
You know what, here: https://mathb.in/73438
Another biot-savart integral
Is anything involved with cross products called Biot-Savart
The exact form of the integral will depend on the geometry of course
I mean it's like
B-S = some sort of convolution thing
This is called a biot-savart law because vorticity in fluid dynamics acts like a point charge
So it's really not that far removed
Ah, and the left part of the integrand would correspond the gradient of the Green's function, right?
Sort of
Not quite, I see it now
u=nabla psi cross x
Yeah
Another way to look at it is as a pseudodifferential operator @rocky shuttle

How exactly?
Fourier multiplier
Yeah, I know that much
we want to invert k cross Bhat = Jhat, where k dot Bhat = 0. since Bhat is orthogonal to k and crossing by k is just a 90 degree rotation in the kperp plane, we can just cross by k again, take a minus sign, and then normalize by |k|^2?
that should work
so it should be -k x Jhat/|k|^2
in fourier space
and the corresponding pseudodifferential operator is $-\nabla \times (-\Delta)^{-1}$
Is that right?
ryc
Gives you something divergence free
Oh this is just
exactly what we did
solved the laplace equation and then took a curl
lol
This works in 2D I think too. you get $-\nabla^{\perp} (-\Delta)^{-1}$
ryc
log?
it's a log so maybe the grad perp of that is similar
log(norm(x-y))
log(1/norm(x-y))/(2*pi)

anyway
maybe you can get it right away with greens theorem or something dumb like that
in 2d
surely you can use greens theorem to do an integration by parts or something
Delta?
Laplace operator/Laplacian in the above context
Oh close enough
do you guys use exponential notation for waves?
yeah
Yes
omega=0
that simple huh. they're said to form as a result of intereference. how would the nodal points be defined?
What are nodal points
the points on the wave that are maximums are anti nodes. the points that don't oscillate are nodes
maybe it's something in physics. when you add two waves moving in opposite directions, they'll interefere and the sum of their amplitudes becomes the max of the resultant wave
or something
The nodal points will depend on k
is in a vacuum the acceleration everytime constant?
You may want to ask in the physics server linked in #old-network
the physics server is dead
That does not make this the physics help server
I didnt say that this is the physics help server
how can i use roller coasters in calculus of variations
like i know its a brachistochrone problem, but my professor says i need to find something new and apply it to calculus of variations so im confused on how to do that now
Hi Kirby!
Sup Kirby 
bro what
What about making the functional describe how fun it is with some safety constraints like the function being smooth or some other thing, like a limited total length. y(x) would be the position of the roller coaster in space at position x
Hiya!
Like people riding roller coasters like things that go high and are fast, but they don’t want it to be too fast
kirby going crazy about cov
what do you mean by the function being smooth
Uhhh, just is differentiable infinitely many times. If you don’t know about smoothness, it is a problem to avoid thinking about bc your function will be fine
In context, it just means that there aren’t a bunch of sharp corners
hmm how does finding the minimal time for the cart to finish a loop after descending sound like? or what other constraints could i think about
So the constraint would be having a loop of fixed height or something and you’d be finding a function that minimizes the time taken to exit that loop?
okay okay so this is assuming that the track is frictionless and theres no breaking system correct?
Yeah, but you can add those in too if you want I think
okay awesome, do you by chance know how i could start to find the functional to minimize?
Draw an example, then try to understand the important parts of the problem
Like what are you rewarding and what are you penalizing for a function y
okay sounds good thank you!
It’s one of the more interesting subjects in math
Cov?
calculus of variations
Oh
Why is that everytime I go into the help forums I see someone just telling the person asking for help the answer instead of actually helping them?
https://discord.com/channels/268882317391429632/1047584493227225229
Like here someone just told them the answer and the kid is still confused, because as it turns out just telling them the answer doesn't actually help.
Maybe I've just gotten unlucky with the parts of the forum I've seen it but I wish the rules about helping were more strictly enforced.
I feel ya
it fucking sucks
you try to help people
and someone just comes in and spoonfeeds them
thinking they're "so smart"
I hope someone came up with a descrete cousin of this
Problems in calculus of variations can be discretized for computational reasons yes
Actually! Sometimes thinking about things discretely can solve general problems related to calculus of variations
My algebra teacher has reiterated that "the way to piss off a math teacher" is the statement (x+4)^2 = x^2+16, what other things can I not do to make my math teacher angry?
do algebra correctly
I will definitely do that
Arguing that (x+4)^2 = x^2+16 is true on fields of characteristic 2

get crazy (x+4)^2=x^2+4*2 in characteristic 2 as well
even crazier: x^2=x^2
@rocky shuttle since you reacted and I don't want to do computations on this navier stokes problem, I will explain a little bit. (Edit: "A little bit = 5k characters
)
I am so sorry for the mess discussion is about to view.. This took me a while.. I got carried away
that is terrifying
that is beautiful and wondrous
There's an error on the last picture, it should be \varpsi_\star(x)
@next schooner maybe some helpful background reading
I like the last exercise because I think it's really cool how everything interacts when you find the gradient in 2-wasserstein space
nice
i will read this when brain working again tomorrow
Why do you square (x-mean) in standard deviation?
Here's the solution to the problem, but I'll give you something else
[- v = \lim_{t\to0} \frac{T^\star(x)-x}{t}] because I realize I don't have any rigor behind this argument so I need to work it out later, I've just taken it as a handwavy thingy 
KirbY
You can recover a bunch of standard using gradient flows in 2-wasserstein space, like if your functional is int rho log rho dx, then you recover the fokker planck equation as a wasserstein gradient flow
A bunch of interesting things come out of that
holy
cool (especially given it involves Kolmogorov forward equations)
Yeah, there's a lot of interplay in optimal transport, and I really need to read up on more probability because I use bits and pieces of it, but understanding it more is probably a good idea
so could u figure out how i could move a big box as efficiently as possible to a house?
im confused on optimal transport
The usual one that is a little practical is thinking about how to fill up holes of dirt if you have 1 unit mass of dirt to fill in those holes (the total volume of these holes is also 1 unit mass)
An inefficient way to do this would be 1 dirt grain at a time
right, so optimal transport solves this problem by filling it up more efficiently?
Yes
Then there's the problem of how do you not overfill a hole and how do you model that?
Intuitively, it's simple because you can just not use all the dirt on your shovel
excavator
but how do you model that mathematically? As it turns out, there is a clever way to think about the problem by thinking about the problem as not a function of dirt to hole, but rather a more integrated perspective where you take into account that the holes may not be the same size
I'm obfuscating the math here because the math involved here might scare people off
Yes! Optimal transport is one of the largest areas of active research in applied mathematics
even for the box to house thing i mentioned?
Well, not really
how about for digging the biggest hole, and then filling it right back up with a different substance
I'm sure there's a paper from the early days of optimal transport that mirrors that idea in a diffferent application
but optimal transport now is actually used in fields like machine learning
or image processing
for transporting data?
That could be one way to think about it. In deep learning, you have many many dimensions (data sets are large), and sometimes it's hard to understand the trends or the information about this data, so there's a concept called clustering that does what it sounds like
it clusters data based off of some "trend"
and applies it to something else?
Yeah, eventually it'll be used in some deep learning application
is that how social media platforms collect data?
I'm not sure if optimal transport is being used in their methods
So Kirby what is your research relating to?
optimal transport is cool
I want to learn about optimal transport (for the food)
My research asks the question of "what happens when you make your high dimensional models continuous?"
THERES FOOD INVOLVED!?!
Aha, I have bribed some people here to learn optimal transport with the empty promise of free dinner one day
Yeah little known secret. Everyone who learns optimal transport is automatically given food
lmao
Better not be empty and I don’t want dinner, I want a milkshake
i remember when i was 9 or 10
i went to USC for a business lecture
that lasted 3 days, for 8 hours a day
and my only motivation was free subway
8 hours for one lecture???
I’m assuming there were breaks though?
Noice
there were 2
2 30 min breaks
honestly it was very interesting
i made good connections
and now i probably have a higher chance of going to USC
if i wanted to
Win+Win
Hmm that’s cool
So in image processing, for example, there's a process called image segmentation. What this does is essentially group parts of your image into related chunks like you can see in this picture above. You can keep using computer algorithms to calculate these image segments, but there's a question you can ask, "what happens when represent these images as smooth functions." A smooth function is just a function that behaves very nicely and mathematicians like them. Well, there's another issue, if your segment's interior is smooth, what about the boundary? You can have a boundary that looks super jagged like (d) in the picture, so we need to account for that.
This is the main idea of the Mumford-Shah model of image segmentation, and the goal is to minimize the error between the image segments and the original image in addition to making sure the boundary is nicely behaved
This plot is unrelated to this model in particular, I just found it on google
i wonder if that is what thispersondoesntexist.com uses
Admittedly, I need to do more reading on the computational side of things
because I can explain this from a low level math/analysis understanding, but it's hard to understand how it's directly implemented in practice when I haven't gone out and tried it myself
I'm super interested in data science, but I'm not especially big on the CS part of data science, which probably will cause me problems later
rip
so you have chosen not 100k a year income from some stupid startup
Algorithm vibes
man
I have chosen 5 more years of school instead of getting a job out of undergrad
u seem very interested in ur research
so i would assume u do
kirby i will give u 1$ if u give me 50% of ur work credits when u make some big breakthrough
Smh no

So how egotistical/rude are profs in general? Like I get the impression they are an unpleasant bunch to be around

Like they don't like to explain and just boss around people
those teachers are the worst
And gaslight randomly
I think it depends on the department, the professors in my department have been very understanding and helpful through this semester bc I've been going through a lot
and I don't get those vibes from anyone I've interacted with but 1 prof

Hi monke
Instead of saying I been having troubles I just study like a madman for 1 week
To avoid having 2 have that conversation
This is healthy
Understandable
Hi grass
This semester I put on my "I will be emotionally involved" shoes, but then all this stuff happened this semester so I'm happy I did
I think it's a comfort level and power dynamic thing mostly
Ok,ig that makes sense? Profs here are literally tyrants(as in absolute power over someone's academic life)
which uni
A guy committed suicide because a prof asserted his tyranny
did they sue him
No
thats fucked up
Ok, I guess from a societal pov,the institute propagates tyranny?
Because it's complicit in hiding profs from controversy
The prof is mentioned nowhere
I've heard similar news from some IISER, the guy was just trying to finish his PhD. He was there for about 7 years I think which is the maximum time possible
His guide was kinda very rude and didn't care at all. He died in the lab by overdosing on some dog pills which hydrolysed to cyanide in his stomach
And his corpse stayed in the lab for 3 hours while everyone else was parting just outside a floor above. Big Oof
What's up with the targets always being bright people
https://www.thequint.com/news/iiser-kolkata-phd-scholar-subhadip-roy-died-by-suicide-friends-lament
This?
My hypothesis is that people really underestimate how tough research is. Not only you need a good brain but also luck
Luck in form of good guide, friends and other forms of support. Plus, too much investment isolates you from the society
yes
I think it's incompetent egotistical profs
Like this guy had ideas,but his advisor turned them down
Because research is very tough everywhere but with a good advisor you get somewhere
Definitely, that is almost implicit. Having a good guide solves 50% of the PhD problems
I'd say that guide makes a difference of heaven and hell
Here it varies a lot between school and dept
I guess even that is not very accurate. It's about as varied as whether or not random people on the street or internet are gonna suck
I've noticed our cs dept is understaffed and most of our profs come from industry. A lot of them seem more abrasive to me than my profs in other depts.
But there's also a really shitty culture of CS students here that want to cheat and complain their way through everything too
So I kinda chalk it up as like a departmental culture type thing?
Literally every one of my math profs here has been super nice and well intentioned.
I see
😭
rip
Atleast it's not learning a fucking utterly obscure language for this random shitty exam
And then the prof gives you zero marks because "shit UI"
Best of luck
Oh mb
I was wondering what you were typing for so long
but I already went to sleep when you sent it
I'll take my time to read it
Yeah, it went a lot longer than I wanted it to bc I wanted to get through some of the interesting details
good luck slurp
You are too late
no
hi
Good luck!
thanks
Hello
Show me how
Please lop
So ik if i like it or not the discretization
Functionals are integrated over, so you take discrete timesteps over the interval to estimate the integral
Then you optimize against that
Ic
who
:c
Guys, guess what I got
An A in math
Neat
Nuts
WE GOT EM BOYS
?

fr*nch 🤢
Wthell?
WHat
The hacker
You like w function?
I meant the lambert's stupid one
Guys?
Good
How to be noticed instead of ignored?
Fawkes
Unfortunately
Ameo doesn't exist
how did it go

Pretty sure the 😭 emoji sums it up pretty well

The quiz was literally on a single question from our hw, and it happened to be the one question that I for whatever reason did not go over
FYL
Yeah something like that
Well it won’t affect my grade directly (we have 3 quizzes and the best 2 are used for our grade), so I’m a bit pissed but hopefully I’ll do better next time
My fault anyway
Yeah oh well
Also kinda pissed that I came up with (the beginning of) the correct answer, but managed to convince myself that I was wrong
not a cool move by me
Pain
Nice pfp

any pronouns
LOL
Femboi arc: remastered?
Also, good morning
Also, rip
But it's like arithmetic and stuff, no?
Elementary school math
Most likely it's for elementary and high school
Didn't check it yet. Am on Android currently
Idk what you’re talking about
Suuure
Suresuresure
Anyhow
@neat frost where's my good morning?
@supple flame nice hat

Gj airy
Good morning!
hi schnoo
@stiff grove u can always ask here
Or type what you're studying into Google
And seek results
Btw if it's simple mby I can help
Depends on task difficulty
Cool. Got example?
Thats Vector.
Vector Victor
Anyway, IDK. HAHA
meow

Thanks!
What???
Kirby made jt for me 
Is that some math joke I don't understand?
I was a moron in #advanced-lounge
Uh oh lmao
Welcome to the club brother
Nice to know that we're the ones who get snapped first if the mods ever decides to do a purge
that's sad
im thinking of making a tic tac toe ai
I already asked this question here but i dont remember the name of the site, can someone give me a free too to make animated maths video?
Don't ask the same question in multiple places
You did nothing wrong
Yw
o Kirby seem like make gud hat😌
@next schooner asked to be reminded <t:1669865952:R>: read kirby's thing
They made mine as well!
O waw so nic 

Whoa there's a bot for reminders here?
Probably honorables?
After experimenting for 10 minutes I have determined that my pfp is not fit to have a hat added in
And I was unable to find a suitable alternative before I had to go to work
Can't you just add decorations over your headphones
I meant a suitable alternative pfp to add a hat on
cat ears @zealous garden
where can i get free textbooks? i need to get Thomas’ Calculus: Early Transcendentals, 14th edition, by Hass, Heil, Weir.
Not here.
cat ears.
Cat girls.
cat boys
Cat paws
cat food
🐈
good vocaloid song
Transgender cats
?
Hi discussion 2
Hey ryc
Yes
since this is empty
No
im looking for someone to learn limites and differential with
OH GOD DAM IT
Heheh
well
since you here
how you doing bud?
ok since no one is here again
anyone starting learning limits and differentials? cuz im relearning that shi so someone to discuss would be helpful dm ya boi
🫡
Does anyone find it easier to learn math out of their own will (like learning it for fun because you want to) as compared to having to learn it in a place like an academic environment?
That's the entire basis for the choice of my degree
Do a cs degree for money
Learn math in a stress free non academic environment
It's just you hit a limit and/or go directionless for a while
Even as an academic myself, I learn more from personal projects compared to classes
Because I'm learning topics at my own pace and spend more time with it
I guess as an academic,you know what you are getting into/what you want
Yeah
It's very common
This new change is cool.
But are genders really important in this server
Still, it's a cool visual
Speak for yourself
I am not a human being
No, I'm a wraith
It's in the name
I have long since ascended beyond
Embrace the tendril of God within you and you may one day as well
Because God is in all things
Your soul is a tendril of God given its own incarnation
To embrace it is to accept the quest of never ending self improvement
Of knowledge seeking
Yes, I wait for you Yohan
,,,
🧐
Can anyone explain about kernel and image of linear transformation and its usecase in real life/Data science
Don't ask the same question in multiple channels
What if I’m asking how you’re doing ☺️
No
unfortunate
hey guys
anyone here know much about N-body simulations?
i have this weird bug where two particles will start flying off in the same direction
when they get close enough
(even if i disable gravity for sufficiently close particles)
This is not really the server for help with debugging
@storm sage can you help me pick a new wallet
I was thinking of one of those flip wallets but I forgor which brand sells them
I don't want leather or anything cheap
I had that for the longest time and it never ended well
do you know anyone who is

no lol
as long if it’s server appropriate, go for it

Its not really a math question
what is it
is truth objective ?
right
Why monkey
I think truth is objective by definition
But I don't think we have the capacity to witness it in the natural world
Only in abstract reasoning
What if we had different truths
Example: I see mass genocide as horrible. Hitler doesn’t
let's not discuss this example
Because this is always where this goes
Ok
Anyway
its an example nontheless
Sigh
right
I dont see how you can describe either of those things as truths
I don't even know what that means
Like
at this point truth has become just what the norm is
Super super true
this isn't persona/smt
Wdym
Pretty sure Hitler is dead m8
As Ally said, let’s not discuss this example
You just described something being subjective
Okay okay
Here’s a better one
I think image processing is boring but KirbY is obsessed with it
Thus contradicting each other and bringing an end to reality as we know it. All because Kirby has weird interests
Yeah, when considering perspectives, it’s maybe the truth to one person and another to another person, but that doesn’t make that perspective objective. I feel like these are different definitions of truth
Like Slurp thinks I have weird interests, but only because they see it as weird and subjectively they say my interests aren’t interesting, but objectively, my interests are subjects in math
Good example
Okay I’ll be honest, image processing is pretty interesting. This is why reality still exists, since our truths can coexist
Because they’re the same
See?
how do you prove 3^n/n is not bounded above?
interests aren’t really truths
what would be a truth is “i enjoy math”
Yes, by interests I meant I enjoy … and Slurp finds … boring
But you make a good point on how to define these sort of subjective truths, and those are a matter of opinion, but that also opens a can of worms to consider that bc as ryc mentioned, it’s something that cannot be witnessed in the real world and only in the abstract sense
Very hard to think about
@split island what are your interests 
Here's a little rant from me, I'll have a max grade in Topology, Lie Groups, DEs, Complex Analysis, Functional Analysis but I'll barely pass statistics
Cause the assistant turned this course into a googling competition
Maybe you just need to study harder?
Honestly when people say this is pretty irrespectful
Maybe they are not used to statistics and it's a different field
So they need to study harder
good edit!
Some tests are really based on luck more than studying 😮💨
True you can have bad classes but how do you judge a class 🙂
eh the assistant might be fucking things up, i wouldn't rule that out
But the internet exists
No its not true like
- I'm not a stats guy
- Even the ppl that actually love stats are ending googling problems up
on the internet
which even discourages me to do anything about it
It is supposed to be an intro to stats class
Yes
Or do you focus on distributions
We do both
So, is an example question something like:
Probe that a sum on exponential random variables is a gamma random variable
Or more like:
Here's some data, do mle and estimate a parameter
Okay
Yep, I did a stat class like this
You just need to do a lot of practice
And memorising
I don't do much math 😅 I can't help here
I mean, I've got told that stats should be like the easiest course you take
Like by several people, even from my university, so this really got me unexpected
I don't know
I never did it in HS and I don't have statistics in uni.
all I have is a Numerical analysis and geometry modeling course in my first year, it's the reason I'm in this server
do you like geometry?
A little. I like symmetry and shapes
nice, I really love it
and hate courses that lack it
like statistics for example
After knowing shapes is at the core of my degree, because I need them to realise real things
nice
The math we do here isn't really super formal or abstract
but it gives more numerical approach to realise real stuff in the world.
I can use those geometry shapes to optimize an object and improve its stability.
thats also cool
like yesterday I saw a video of a guy asking funding for a tablet case that looks like a book
but what happened is when potential investor tried it, his tablet fell off it
so I guess that guy needs to learn numerical analysis
🤣
was it a grad or undergrad course?
@split island https://mathb.in/73458
I’ll check this out when I get on the bus!
Alright 
Gradient flows, calcvar, and optimal transport as they relate to applications in materials science, image processing, and machine learning
It’s very subject to change, but that’s vaguely what my research statement was on
I had a tutor who did optimal transport in image processing in her master's thesis
I remember a demonstration where multiple images were interpolated in a more sophisticated way
Looked pretty cool
Okay so your gradient is right yeah, I have a few things to clear up .
- The whole backwards in time thing is something explained to me that I just accepted, but now realizes it makes no sense upon reading things, so I’ll look into that more rigorously.
- The gradient flow is instead the expression for the time evolution of rho. T star comes from the Benamou Brenier theorem, which basically says that a transport map can be represented as a gradient as another function so it’s an intuitive thing to notice that this is indeed related to the gradient, but it’s related to the velocity field of these distributions as you saw
Phi and psi comes from kantorovich duality
Okay, good to know, I'm not familiar with the underlying theorems
I can get into the specific definitions when I can access my desktop, I didn’t know mathbin existed so I’ll use that
Jk I desperately need to clean my apartment and do chores
So I’ll get back to you a bit later
No more application due so now to resume being a human
19 members found matching KirbY!
1. Kirby_ngl#0132
2. kirby your mom#8749
3. KirbySmashBrosUltimate#5715
4. the kirby of semen#4596
5. Who1S.KiRbY#7357
6. KirbysGames#7659
7. KirbyTooGosu#0668
8. Kirby#0703
9. kirbylover#7355
10. kirby#3063
11. KirbY (catamay#4026)
12. KirbyKrinkle#7182
13. KirbysGames#1604
14. ToxicKirby#4660
15. gabluvkirby125#8526
16. KirbyTheCleric#2515
17. Kirby-#5809
18. kirbyblox#6397
19. KirbySkirby#2671 ```
Please type the number corresponding to your selection, or type `c` now to cancel.
I know I just wanted to
Lmao
Member selection timed out.
It's 3 am here
Hm so perhaps I'll update you tomorrow
So, yeah, maybe next time then
how should i get into learning complex numbers?
Khan Academy is a good resource
@sharp mulch
@proper boneThe content of Chinese high school plural is not difficult
What?
Sorry but I'm confused 
Do you not understand what I am saying or do you not understand plural?@proper bone
I know what a plural is but I'm not understanding what you're meaning to the message you tagged me

Why was I pinged
It means I'm talking to you, sorry I'm not good with this yet
yeah me 2 buddy i'm new to discord
but i chinese
Hi
hello
My native language is Chinese
what?
You pinged me
I can only speak Chinese and a little English
indonesian is my native lang
Because your nickname is Chinese
Why does that matter
I thought you were Chinese, too
What if I am
?





