#serious-discussion
1 messages · Page 466 of 1
just had an exam on local fields and the prof complained that I explained stuff "like an algebraic geometer"
continuing hartshorne now


also i signed up for an algebraic geometry seminar with that same prof after 
I did the singapore one

noice Lol
Lmaoooo
how much on average do you get paid when someone reads your article?
$0
alternatively 0 yen
the what now??
you don't get paid
what's more, YOU pay to have it published
where does the money goes? like when I pay to read
well usually not nowadays
the publisher keeps it
it goes to the journal
publisher + editoral board
that said, please please dont pay for journals as an individual
wtf
everything recent in math is on arxiv
that's so messed up
indeed, "you" means your department, corporately
arxiv is a true baddie 
and yeah, there's free preprints everywhere
you can email the authors for a copy, even
about arxiv, just make sure the papers also have a published version, so you know they've been peer reviewed
this lowers the chance of wasting your time on crankery
I understand
Is there a way to get peer review?
without actually publishing on pay walled journals?
sure, you could publish in an open access journal.
the editors for those are typically volunteers
but your field may or may not have one
would there be any degradation in the quality of the content?
or is it the same?
sorry for too many questions
I was watching this video
from Medlife crisis
there's like a woman who made everything free or something
dope
the quality of content depends entirely on the journal
some of the best are open access, some of the worst are too
in any case, this isnt a big issue in mathematics because of the arxiv
I guess the quality depends on the team volunteering.
how large is "arbritrarily large"?
how can I explain to someone that 1 is not an "arbitrarily large" value
that's vague
for most purposes, the first term approximation of sin theta = theta is enough
maybe the mathematics discord isnt the best place to say that lol
in most contexts, "arbitrarily large" just means that the given quantity can be made as large as one wants.
"x_n approaches y as n gets arbitrarily large" means, if we make n bigger and bigger, x_n gets closer and closer to y
and keeps getting closer
as close as we want
this guy was trying to justify sin theta = theta by saying sin was an "arbitrarily large" series and that "1 is an arbitrarily large value"
approximately equal
...thats just nonsense jargon
sin(theta) = theta is a fine enough approximation for small enough theta
exactly what "small enough" means depends on your purposes (doing orbital mechanics where very small differences matter a lot? dont use this approximation lmao)
you need to publish in reputable journals to be taken seriously. you personally won't need to pay for this, and you can (and should) make preprints available on the arxiv.
in any case, 1 is not "arbitrarily large" since its a constant
its not an arbitrary value
its exactly 1
it can never be larger than 1
(at least, i sure hope not...)
(for all sufficiently large values of 1)
Ah well here goes my money
wouldn't that affect similarity index??
?
${1| 1\to\infty}$
sixth sick sheik's sixth sheep's
wdym there goes your money?
I meant to the journals. If I ever rose to the status of writing an article.
Usually, you have no direct rewards for publishing papers
Just indirect ones (status, higher probability to obtain grants and good positions etc)
Like I said, the authors do not typically pay to publish in a good journal.
i really saw the importance of sharing ideas in math today
was working on showing that the cantor bijection from N^2 to N ((m,n) to ((m+n)^2+m+3n)/2) is indeed a bijection and i managed to get a nice proof for injectivity while a classmate got a nice proof for surjectivity
if we hadnt shared wed both have shit proofs for one or the other and would have come out of the exercise session having learnt a lot less 

I probably can't publish in good journal. I can't do formatting.
Thanks for the discussion btw
i cant imagine the barrier to a good result getting published is not being able to format it correctly 
When you're so good at formatting that you get Lorem Ipsum published in Nature
the best formatting is still a blank page
especially for papers on vacuum energy
well I am not good at that either.
holy....
when your university gives you bonuses based on papers published 
Man o man
if only my younger self focused on math more
My life
s
been relatively easy when it comes to learning
I dont think my brain has a good method of handling feeling stupid
i feel like a kid again
with math being this giant behemoth my weak arms have no power over
Hell even the textbooks are written in weird wording I can't understand

What is some forbidden maths?
damn so
theres a mandarin course at my uni that i want to take because i want to learn mandarin but
it doesnt amount to any credits, just a certificate
should i do it or no 
Did you know there's a hole at the bottom of math?
Umbral math
recently I learned the foundations of math aren't as solid as I thought
more like awesome!
if its true
what even is math
that's also a hole in the bottom of your mom
reminder that the department of defense pours millions into HoTT research annually
their motivations for this are unknown
but probably some Forbidden Math ™️
Yeah it's sooo based
hott
Remember you have the US military to thank for the homotopy memers
Homotopy of Tensor Trexes
What math have you studied
logic is when iphone???
Homotopy is pretty high level
literally like
is it?
baby level
Homotopy is like the first topic in alg top
i'm actually here to learn the name of a shape
do you know the word "invariant"
Yeah
which granted, is very high level compared to the math most people do
And alg top is an upper undergrad to graduate level topic
it's more of a geometry question i guess
homotopy is a certain relation (kinda) in algebraic topology that preserves certain invariants

homotopy is when you take something and pull it and twist it into another thing
it's just a synonym for homeomorphism
or homomorphism
they all mean the same thing
gamma troll arc
Homotopy is not homemorphism
homiemorphism
when you and your homie both crush on the same topological space and both agree not to surject into her to avoid beef between bros
Not homeomorphic
Going to be interrupting but I heard about modules but what’s the equivalent like idea of vector spaces like our modules just like the spaces are the vectors what is a span of a set of elements in a module how many linear algebra aspect hold my guess is my question
Namington inject would've worked so much better for that joke
Modules are a certain sort of fucked up vector space
sur = under
Thank you math twitter
i just want to know the name of a shape ;-;
so surjection is getting topped
Uhh but actually like
i dont make the rules
A normal vector space is over a field
hector space
hector space
For example you've probably worked mostly with real vector spaces
I have been ignored
Where you have the vectors and the scalars are real numbers
I get idea with vector spces
I.E. any vector can be multiplied by elements of the field and there's the axioms about that
But how many theorems are in shambles if you just let the field be a ring
A module is not over a field but over a ring, which is a MUCH weaker construction
Uhm
Yes
also i can only think of z modules
You have to deal with a lot of commutative algebra and it's a much more pathological object than usual vector spaces
is that bad
group theorists irl
Is smooth vector fields, and differential forms on a manifold are a module over smooth functions on the manifold
like what about modules over polynomial rings
is it ok for me to just interject myself?
you are blewing my mind
Sure
we learning about derivations and pullbacks and pushforwards today in difftop
does anyone know the name of this shape?
I think there's a lot of like, lower level examples that require some computation to get
And IDK commalg so I can't give any 
it's like a cylinder but it has its edges shaved off slightly
An octagon?
no
bevelled cylinder?
There's not gonna be an exact name probably
Yeah Tiffany
Also is there a different category for left and right modules
im thinking yea
because morphism is module homomorphisms
Yeah
Left R-module
Right R-module
You can have something that's both left and right module
so like r is commutative
if thats the case
or not neces
i dont think you would need that
ok
It's a module over
One right one left
There's a bunch of classifications of modules too
wait
Yeah
Group where (r * g) * s = r * (g * s)
g being group element, r being the left ring element, s being right ring element
Uhh I'm pretty bad at explaining this stuff
And kinda out of my depth
idk what out of my depth means
nvm googled it
the amount of stuff is mind blowing tbh
is that kind of language out of your depth?
Ok moth you make one
what is an example of Sn modules lol
Like IDK I can't think of like
ideals
Interesting example of R and then corresponding R-module
wait what
I'm also on like 4 hours of sleep
Oh heres something fun
so fix a (commutative w/ identity etc etc) ring R and take the ring of matrices M_n(R)
lie group bullshit better not be
any M_n(R) module N decomposes as the product of n R-modules
and thus has the structure of an R-module
and in fact R-modules are equivalent to M_n(R)-modules
Ty moth
Mothy
wait this is too much for me to handle
what are functors from this to other categories that are interesting
dang I wish I understood this
there have to be some right?
from R-mod to other categories?
I believe forgetful and free R-module are adjoint
what is adjoint meaning again?
If you want something less like dummy then homology and cohomology are functors from Top to R-Mod
im going to faint
(abelian groups are just Z-modules)
less dumbier?
Moth does not like my example
also
The cohomology stuff is prolly harder though moth 
submodules have a notion of normal right?
Oh
like
No not really
modules are abelian so you get normality for free
every module can be quotiented by one of its aubmodules
but are there prime submodules and spectrums?
Uhhh kind of

so if i am in calc 3 rn how do i build to where u guys are
i would like to to try to go ahead of my classes
oh wait wtf
im guessing here
for a module over the reals
ideals correspond to vectorspaces
like
sub vector spaces or whatever you call them
like the span of those elements
idk what you mean by modules over a real
vector spaces are just modules over a field
iknow but for visualization sake
like modules over R2
Did you really say "Hurb"
or ideals of R
no but the corresponding definition for generators of elements of a module
I dont understand what exactly you're trying to say
So you know how rings have generators and ideals have generators
Yea Im trying to think up a definition for prime submodules
I thought hurb was the name of someone here for a while
bruh
You can define it in the obvious sense of xy in N subset M implies x in N, y in N
“this guy’s got a lot of accounts”
Like just copypasting the definition for ideals
can you just copy and paste notion for spectrums?
Huh
like spectrum is collection of all prime ideals
Like spec of a module?
Spec(M) exists but i dont know if its particularly useful
well say M is a vectorspace
or M is module over R2
then that should correspond to all lines through origin and the origin itself
and thats useful right?
because you got objects like rp1
Wait im 4headed let me be clear
So a submodule of N of M is prime if for ax in N, a is in (N : M) or x in N
What do you mean
Spec(M) should?
Spec(M) for any M over R^2?
holy shit
The module does not have ideals
mb
i meant what is collection of all prime submodules
or what are the prime submodules if not lines
using your definition for prime submodules
idk if theres a general characterization
ok ill spend time trying to decipher this myself
but where do i go if i wanna learn more about modules
too many cool things pop up
like if there is an equivalent notion of dimension
ncatlab dot com
Even for vector spaces like, a submodule N of k^n is going to be prime iff its (N : k^n) is prime and (0) is prime in the quotient k^n/N
Yeah i think this breaks down for positive characteristic lol
or maybe not 
idk im too lazy to do this rn
Based!
i guess im too excited
Not rly i think its probably neat
its just that fiona wooed me with the connection to difftop
im not sure where Spec(M) would be useful

its not sarcasm
lmfao
Ring spectra are like
idk commutative monoid or some shit
in the stable homotopy category
spectra whose smash product has nice ring like properties
A ring spectrum is a spectrum in homotopy theory where smash product / maybe steenrod operations make it a ring or smfh
Yeah
ok
we were just talking about equivalent notion of spectrum of rings to spectrum of modules which is diff ig
also pardon my stupidity but idk what stable or infinity categories are
and whenever i here infinity categories or see things like infinity-(something) im immediately intimidated
thats is funnny i saw a vid yesterday about infinity categories and infinity cosmoi
care to explain?
By turning higher category theory on itself, Emily Riehl hopes to make the powerful perspective more accessible to other mathematicians. Read the full interview here: https://www.quantamagazine.org/emily-riehl-conducts-the-mathematical-orchestra-from-the-middle-20200902/
0:00 What is category theory
0:37 Fundamental Theorem of Category Theory
1...
oh well in a category like the category of rings there is a map from one ring to another
and in infinity rings there is maps between maps
and maps between those maps etc etc
Riehl is based
so is an infinity category a countable generalization of 2 category
I don't know enough to say
what classes are you doing
But i'm doing intro measure theory, intro complex anal, intro probability, advanced probability, algtop 1, intro to rings and fields and calc 3 (not really calc 3 but that's the closest equivalent(
No
looking at it more I think so
Haven't we talked about this
I'm not going.to.the intro probability lectures
And I don't have an exam in advanced probability
The grade is hw based
doesnt excuse 5 classes
7
man i am at a junior college so the highest math i can do is calc 3 or linear algebra no rings fields analysis etc

oh man
(to shin not to mystique)
I'm already in one lmao
w math?
My gf doesn't like this joke
Prepare to be heckled shin
sorry lol, very impressive though
About how you manage a relationship in math
It's all good lmao
This is why I told nine i wasnt in a relationship even though in reality i've been married for 12 years
no u have 24 idiot
I'm just extremely productive on tight schedules
you orobably have 72 tbh
lmao so much for 7 math classes cant even know how many hours in a day
or you are losing gf
Im with shin on this
ryc has been married to his anime waifu for 15 years
🤔
People are always like "lol how do u have enough time in your day to do all the crap you do"
doubt
Same ryc
And thats not even as much as many people on this server do
shin is lying
But sometimes it does feel like I do way more than I think I have time for
he literally comes here to talk about alg top on weekends
Or at least its usually not as much
You just dont think about how its all tetrised in and then somehow it works itself out
we arent on the same time scale
I also like, only have 4 days of school
we are all on 4x speed compared to you
Since I'm skipping probability lectures
Shin only talks about ergodic theory with "applications" to number "theory" now

#❓how-to-get-help @high dome
how were you raised as a child shin?
I'm gonna study ergodic theory so hard my.prof will do HIS research under ME
im going to replicate that for my children
Well? Idk what kinda fuckin question is that
idk give your answer however you feel
i will without thought raise my child the same
Nine thinks you are a delinquent and a sadsack
I was raised so that one day I could characterise the orbits of the diagonal group on the space of lattices with covolume 1
I'd get too cranky from loss of sleep if I took 7 math classes at once.
shin is on their second math PhD, manages a Harem, takes 7 classes lectures 4 of them, has a full time job, and uses discord in lesiure time
i dont think its possible to take 7 math courses a semester at uoft?
lame
lol anyone else with me!!? social life, academics, sleep, pick 2 out of 3 🤪 🤣
Can you not get a dept waiver or something?
our upper bound is 30 credits and you can still take more if you get special permission
like they limit you at 6 but you can ask to get the limit raised to 7 I think?
i guess it isnt that crazy
At a certain pt it's a health issue
it's not calc 3 really it's vector calc sprinkled with differential form memes
but like I think you literally couldn't have a semester with 7 courses? without running into weird pre-req issues
removing the easy classes he only has 3 hard classes
My friend takes 7 classes a semester at his engineering school but i think thats different
yeah engineering is different
I enrolled into two different junior colleges so I could go above limit in units
most eng kids do 6 - 7 courses/sem for the first two years iirc
Thats sully
wtf is intro to rings and fields
They say that intro measure theory is one of the harder classes (I mean specifically this intro measure theory class)
not galois stuff
Shin what university do u go to
or is it galois stiff
oh nice
Galois summa theorem
I'm very excited to take galois theory
Galois summa deez theorems.
shin assuming you know everything perfectly besides probability classes
Yawn. It's just covering theory.
it seems mangeable
I think my abstract algebra book talks about galois theory stuff at the end.
Seems exciting.
it's not an easy class i've heard
oh i see so when we say calc 3 we talk about different things XD
this class is only for math majors
is it called calc 3
calc 3 is mvc?
in math can speed be negaive?
usually
negative
we did mvc in infi 2
everything can be negative
🤨
I know like half of the algtop stuff, and i'm currently studying intro probability and I know most of the measure theory class
Isn't speed usually intended to be the absolute value of velocity though?

In math speed cannot be negative
Speed is the magnitude of velocity
Velocity is a vector
Ppl def say speed when they mean velocity all the time though.
Magnitudes of vectors are always nonnegative
So is THIS THE BULLYING SERVER, I JUST JOIN AND BULLY PEOPLE AND NOT A SINGLE MODERATOR?
So I suppose I'd just try to interpret it charitably.
Velocity is the version that can be positive or negative
if you want reperations rumrum ill send you 69 cents via paypal
what a milquetoast answer ryc
only things I haven't covered myself yet is like, proof of radon nikodym and related theorems
milquetoast
like i got a math problem about the aroc of the speed of a rock but my answer was negative but in the answer book it says its positive. so am i supposed to change it to positive if i get a negative?
If f(t) is the position of a particle at time t, then f'(t) is its velocity and |f'(t)| is its speed.
Oh average rate of change
wtf was that
Thats tricky
oh you changed your name
Or
nvm
ya
Maybe not
ya thats why im lost
Ok so the aroc is the final speed minus the initial speed over the total time
Wait
Im spoonfeeding in discussion
This is not a help channel
oh
Anyway I told you that the speed is the absolute value of the velocity
RYC im not sure if you are new to the server but please dont help in this channel.
So do that to the final and initial speeds before computing the aroc
RYC im not sure if you are new to the server but please dont help in this channel.

ryc i'm not sure if you are new to the server but please don't help people
this goes against server culture
you are making this server worse for us all Ryc
quick ryc
now? RYC has been muted for me

why should anyone care about operator theory
Hi all! I'm new to the server. My name is ranya kumoschalkboard but you can call me RYC for short (pronounced "reek"). I love egg bagels, four cheese pasta, and taking short walks by the beach. Excited to meet you all!
hurry before mute
hi rice! what kind of math do you like
wait you prounce it reek? I always have said it as R-Y-C
Excuse me? Who's rice 🙂
RYC nice to meet you! What are your thoughts on the song Thunder by Imagine Dragons?
Oh. I'm not super good at math but I really like anabelian geometry of martingale-valued arithmetic schemes. I'm kinda quirky like that ;)
I have been pronouncing it rice all this time
I like the Collatz Conjecture im about to solve it
Do you know elementary theory of heights?
I think you might like mochizuki's work
he's very quirky
😇 I'm go to Harvards in fact!

ok
Alright alright
ty google
Which historic mathematician was the cringiest?
Hey I didn't mean it sarcastically but you chose to take it that way because you are insecure about your music tastes
Are we gonna pretend that my music taste is bad because I dont like math rock and midwestern emo 
"And get this, just when you think he'll say 'thunder, feel the thunder' again, good ol' Danny Reynolds comes in with 'lightning, feel the thunder!' Imagine D has to be one of the greatest bands of our time, I'm telling you."
you know how projective spaces are a thing
what if you can define them via submodules of modules
and then show equivalences of definitions
wikipedia has my back
mea culpa
i meant generalize the definition
nvm
thank the lord for mathematics overflow
Nevermind
There is no rain and the train isnt here yet
"""timed transfer"""
Thunder is literally fine
welcome to da big appl
newark is just new york said with a new jersey accent
Thats definitely false
The y is still emphasized and the stress is on the second syllable in new york
It's like "new YOHK"
newark is "NEWahk"
close enough
NEW UEEUAROK
So true
This was a targeted attack

What type of math would calculations involving volatility be?
Yeah that's true but there are multiple ways to calculate it with varying degrees of precision and accuracy. I'm looking for a book or a resource to dive deep into it and want to know what to search for. I'm afraid statistics is a bit too broad to find what I'm looking for.
But I'm actually not even sure if it could even be considered a 'type of math' to be honest
It's a long shot, I know haha
I don't think it's asset pricing. It is the reason I want to dive deep into volatility but asset pricing material really seems to gloss over it and not give it second thought.
ito calculus is what you are looking for
and the entire theory of stochastic differential equations built on it
Yeah I considered stochastic calculus but I'm not 100% sure that's what I'm looking for
One of the things I'd want to do is what these guys are doing in this blogpost
I also found this
And what I'm specifically looking for is what the second answer mentions in their third point
I need to look at the first answer better though because it could be what I'm looking for but it's a bit over my head right now so it's hard to tell. (And it is stochastic calculus so you might be right)
thats xool
in the typical way you use the term this is incorrect. volatility as per the most common use of the term, implied volatility, (though to be fair the term has several meanings) is the wrong number you put into the wrong model to get the right price. it's unclear what @tawdry bough here is trying to do, but if it is the third point of the second answer as you say it is, all you need to know from stoch calc is that variance of Brownian motion grows linearly with time.
i had a dream and all i can remember is that someone tried to put the "by whom?" template into a wikipedia article by writing "by whom?" into the article
Hey
Do you guys know if there are books or resources that teaches math through programming ?
Like uni Level math
i have never seen such a thing, only backwards
Haskell road?
It's just that I learn so much and better that way
For example a problem to solve in coding and they just give math concepts required to know that can be used to solve it
For fun mainly, I wanna code software like audio, data analysis, algorithm, cryptography, and other stuff that I don't have on the top of my head rn
Statistics too
Wdym by how much ?
I mean what do you want to learn
Calculus and analysis, lin algebra and discrete math
Probability and statistics
The basics
Why don't you just start one of the projects you want to do and learn whatever you need to learn to do that project along the way? That way you immediately get to apply what you learn and it will be exciting to see the progress
No need to learn everything before starting. If you don't keep applying the material you learned, you'll forget half of it before starting your projects anyway
Yeah I 100% agree
Solve: d2y/dx2 - 2 dy/dx + y = x^2 + 4 e^3x ???
you were told to check #❓how-to-get-help
ok
dilemma @pale orchid
now ur mod nice
again
what do you tel prof via email if this ur situation
you are following topics in class but you are noticing you are slow on homeworks
you are in process of getting ur shit together but it might take a while
how do you format this in a way such that the prof will care and understand?
is anyone not slow on homeworks
if you're fast on homeworks then why are you in the class
i feel like this is a "mention it in office hours and ask if they have tips" situation instead of an email situation
sometimes you are required to take certain classes to graduate
regardless of your ability
sure but my point being this is not a problem, it's a good thing
Oh yeah, doing homework quickly isn't an issue
Unless you're paying a lot of money to learn something you already know
no
i mean im late
its due at a certain time
and i submit two days later
not because I dont care, but I have trouble making deadlines for homework
but im def locked into the class and understand the lectures
@atomic cypress am curious
we've talked a bit before
what do you do now?
I remember you mentioning you studied probability/ stochastic processes and so on
what year? later on in studies i assume?
actually im very curious --- why stochastic pdes?
im only sophomore so v much still learning this all
but it feels like there are better sell-out paths now, no?
even just numerical methods lol
most of what I've studied so far has been oriented on systems programming in CS + analysis and PDE stuffs ---> numerical methods + computational math sort of stuff. as of late ive been a CUDA code monkey for a post doc here. don't think I want to study this for years
in short, is probability an L?
3rd year. I do stochastic calculus applied to theoretical physics. Looking at general renormalization/regularization problems.
I think there are better sell-out paths but I am very confident in my outcome, thanks in part to the nepotistic networks afforded to me by my department.
I don't do that much coding, mostly theory now. Have also been thinking of writing a survey monograph on a subject.
With a professor, naturally. I'm not really an expert in anything yet. 🙂
what are you looking to do afterwards?
That said, I'm going to do some ML-type stuff in the near future possibly.
Oh, postdoc.
ah
Nah the ML is related to my work.
No haha, it's going to be more general.
Some kind of ML-importance sampling mix, probably.
The point being to improve Monte Carlo speed for some stochastic PDEs.
Anyways I intend to do a postdoc afterwards because there's more research I want to do than I can fit into a PhD.
fair enough
After I finish what's on the horizon for me, I might sell out.
No particular attachments to academia besides.

I love nepotism
definitely feels like there are a lot of places happy to lock up freshly minted phds in rooms working on whatever
granted, with a fat stack each month

We also have a geometric measure theorist in our department working on AI theory, I'd love to work with him if I get free time.
🤞
lol
Well I already have free time, I mean if I spend my free time on something other than YouTube.
over the past year
ive realized that its like
much better to "over"-commit than undercommit and tell yourself you're going to read/ work on other things
at least for me
like
I get significantly more done each day than I would otherwise
Oh I've long since stopped paying attention to concepts like motivation or whatever, I do it or I don't, hopefully I can live with the consequences 
There are a few things I want to do after my PhD part time, like become a reserve officer in the Navy, since I'm a big fan of boats.
boats are cool
Lol I feel like there are easier ways to interact with boats
Can you even do military part time?
haha
Yes, depending on the branch and role it ranges from trivial to get into for anyone with a higher degree, to competitive and not even guaranteed for a PhD. Loosely speaking I'm aiming for the latter.
The prototypical reserve officer is a reservist surgeon or medical researcher, they have a much easier time getting in than a mathematician/physicist.
For obvious reasons.
But they're also aiming for a different role.
get rich and buy a boat
if i didn't have moral qualms with this, it actually was one of my backup plans (and potentially still is)
it's the best way to live on boats a lot and still get to do something researchy
besides like
becoming a marine biologist
and that's not exactly trivial to pivot into coming from a math undergrad degree
is that a jojo reference
ryc like fish ☺️
Jotaro is a marine biologist in parts 4-6 of Jojo
I mean my backup plan isn't the navy but the navy's nuclear program that they tried to recruit me to
You get to do submarines and nuclear warfare
But also there's a lot of ethical question-marks there that I'm not sure I'm comfortable with
yeah
do you usually learn multivar calc in analysis courses
I dont think its that common in a first analysis course
Oftentimes thats one of the big topics in a second course
i see
hi guys
My creative writing class is kind of hilarious. I wrote a poem for it where I used the tale of Orpheus as an allegory for depression, and the first comment I got on it was "it seems like it's a retelling of the story of Orpheus". Like, yeah, it's in the title. Great deductive work.
is this literary analysis?
Creative writing, but the class are meant to offer comments on eachother's writing.
Lmao
I already post question on question 0
Okaay
👎🏻
Lmao what.
College
there are so many channels for college level
I already post in question 0
I mean. It's kind of boring but I could help you
that's still okay
the inner struggle between helping someone and dying of boredom
I already ans the question but i have trust issue on myself hehe
Idk if thats right or wrong
Can I dm u? @neat lintel
sounds like you're not sure if your answer is right
sure?
just moved to brooklyn like a month ago
any thoughts on where i might be able to access a physical collection of like higher math texts
like a university library anyone can walk into or
even a specialty bookstore? its crazy difficult to find any info online
nyc piblic library
i went to the big one
any popular college has em
they dont have any physical collections
i want to browse :(
if i want a specific book i can just libgen it
textbooks usually not in public libraries for good reason
thats not true
I have a book you cant ever have
two actually
oh?
what are they on
its trigonometry
like. high school trigonometry?
well one of the books isnt printed but its acessible via amazon
i didnt know there was trig beyond highschool
i dont know if there is either actually
theres like
some rarely used trig functions
like idk versin
which im pretty sure is just 1-sin?
so like whatever
theres also hyperbolic trig but theyre only really related bc theyre both second derivative eigenfunctions
maybe fourier analysis would constitute a more advanced trig topic
anyway yeah i guess ill just reach out to different colleges until i find a friendly librarian
do people even really use versine or anything like that anymore?
i only ever see it in those charts that have "all the trig functions"
Hi btw. Didn't saw you
hehe, thats what im in and i wanna die
Same but our advanced class is so behind rn we aint even touched ut yet
Im legit a grade ahead and in honors
I wish i was in Algebra 2 instead
Lol alg 2 sas a joke for me
Also, like 80% of the kids at my school are an entire grade ahead
Its cooler to be 2 grades ahead tho 😔
most of the kids at my place (in florida) are a grade behind
Oof
Im in texas (which has an extremely bad education) but my hs (not telling cuz thats private stuff) is one of the best public ones in the state i think
no need to brag
Hey its ok man texas doesnt even have that many good schools in the first place

Plus our school is known for cheating a lot
:megasully:
im a precalc teacher
ew
but actually my students already know trig and are starting calculus second semester
Dang
its "pre-AP calc"
But copyrights lmao
we need to stop teaching math and watch what happens
Then the advanced classes get behind the normal classes
Actually what happend to us
Our teacher was gone for a full week
Then the nexy
And then another
whaaaat
And then we didnt know sht
at that point you need someone to take over?
So we an entire unit behind 🤫
like tf
Yeah
ill make sure to tell my students to drop out
High school education is pretty bullshit as it's currently done tbf
That said "education is bad" feels like a teeny tiny bit of a stretch
how would you fix it?
Practically it won't be fixed lol
You have to change the fact that school is largely treated as daycare at early levels, you have to remove the influence of most parents, put a lot more funding in education, especially to make teaching a more attractive job than it currently is, find a way to enforce educational standards without standardized testing (incentivizes teaching to the test)
Massive culture switch
And it would need more honest and competent politics than what we have now, possibly better than anything humanity is capable of pulling together
If people are willing to give me authority to make things happen and pay me a nice salary hmu
Until then my rule is, if I have kids I'm gonna make enough money to put them in quality private schools lol
And I'll just accept reality as it is lol
lol
literacy is overrated, im doing a phd and i cant read
Ur face is overrated
i am underrated
Mood
Im under arrest
For crimes against humanity and petty theivery
Oh
discussion-n can be rewritten as n(discussio-1)
No you don't pay for quality private schools
You buy a nice house in a nice neighborhood - the schools are partially funded by property taxes from the area
lol what happened to the channel name
That's also true, I mean probably it'll depend on where exactly I am
And how my financial situation is
If it turns out the private schools are just better™️ than the public ones, even in the good neighborhoods, and I've got cash, then hell why not
So I can say this about private schools after working in that sector

The teachers are less qualified than public school teachers ~ many private school teachers don't have teaching credentials
Also you get paid significantly less as a private school teacher
what about sending your kid somewhere where they have an opportunity to learn how to be a human being

We don't do that on Earth
i'm sure there are private schools which afford that opportunity
Moonbears: It's probably dependent on which ones no? Like I imagine generic place N, public or private, is nothing special
the ones i am familiar with do not
Unless you're doing some specific language/cultural immersion I actually think public schools are better
But for instance, having went to an international school for high school which was private
Even high end ones like mater dei in Orange county
Pay a lot less and the teachers are less qualified
One significant advantage was that the college counselor knew the students very well
The good ones that are OP
Go for like $30-40k/year
Or more
At the HS level at least
In fact my college counselor on a trip met the UChicago adcom and rambled about my being good. When Penn visited my HS the adcom and I talked and apparently I gave off a good impression
Guess where I got into for college

I dunno, I went to public school all my life and I now work in the private sector for math education
Stuff like that idk feels like the advantage of a private school
Ryc why are you sullying lol
In general, I think public schools have been better in the corresponding areas
is that an advantage you want your kid to have?
Absolutely
If I have kids I want them to have whatever opportunities they can to succeed
Aside from like
Cheating and the like
i want them to do what is fulfilling for them with their own direction, and not to set up a complex web of opportunities for them to wade through
Obviously I won't make calls for them, hell if they think about things and come to the decision that, hey maybe college isn't for me I'll try a different path, as long as they're doing what's right then go for it
But like
Whatever path you take there are factors that influence your success or failure
And if you can give your kids the best cards in whatever direction they take
Why not?
hm
cause having the best cards isn't always the way to a healthy, fulfilling life


