#serious-discussion
1 messages · Page 59 of 1
Ok sure
Is there a channel I can send math commands in
Where a bot gives you the answer / even the working out
nvm
You can use Wolfram alpha using @fathom swallow in #bots
ohhh theres the channel thx
saw this in my university bookstore
the art of proper bookbinding isn't dead yet
🥹
Cool that they are doing that for a digitally free book
axler vomit
i have ladr 3rd ed. and it's bound well too
but they might do this for all colored books
idk
okay this is little off topic, but how come some colleges require self-reporting grades? does it accelerate the admissions process?
yeah it makes life easier for them
exactly, they don't have to wait for your high school to send them the transcripts
@naive chasm slurp gives you his love
!help
Please read #❓how-to-get-help
get a calculator
@neat lintel Memes do not go in here.
Uh I think that's a little unnecessary
You're actually not allowed here then. The mods might have to kick you because of tos
idk if I should ping mods tho 
Ah well I guess I can just modmail it and let the mods decide
Both pings mods lmfao
Hi guys, I have some free time and I would like to start working on my math, the thing is I forgot a lot of math, so if there is a math master here, can u tell me where to start, and at which points to focus at the start
this is an implementation flaw
our interaction with the interface is perfectly logical
Which is best mathway or wolfarm alpha??
I was thinking about buying primium
Can anyone tell me which is better

your brain is best
Hehe ikik thank
use sage
it's free
Okay i will check it out
I haven't seen okay written out fully in a looooong time lmfao
Sup so sorry I only begin my math journey like I learning is in school but also I wanna learn it a little bit at home for programming and just idk for fun 😊☺️☺️
cool!
Or should I use books ?
Thanks
Go to LA
what?
8 garage
blo\"e <3
the current state of discussion gave me a concussion and i feel lightheaded
omg hi kirbs <3
I understand
ello
hi
discussion 2 is cooler discussy
o/
but a lot less active
mute and hide the channel lol
save urself
its a disappointing fact that a lot of cool ppl just dont visit discussion 2
myabe ill just ping them here?
Politics sux ngl
Haha same
I don't think a lot of people in that discussion are either
Tho next year maybe
wdym maybe lol
18 next year
if you fail your birthday test they'll hold you back a year and you'll have to stay 17 another year
But election may or may not happen
u can participate in varuous methods
Wth is that
its a good mango
a true fountain of youth
its a lighter one
but then again frieren was a bit light too
and u were all over it
imagine if we could stay young by being dumb and failing our birthday tests
are u implying that doesnt work?
to be fair, it's a bit nerve wracking taking the birthday test after getting dressed up for it in your
But if I purposely fail them doesn’t that make me smart 🤔
tests dont necessarily test smart testability
Ye
Yeah
exams are a good metric for some, but not for others
so that means they aren't a good metric
the standardised test and its results have been disasterous to humanity
Is it even possible to design a good metric for that
yeah its called bribing ur way into positions
the fairest way to test someone is to just hire them after some simple screening
and see how well they learn to do their job
Tbf that can be done with almost any test
oh yea? u think u can bribe me into giving u a pass into my dms?
I don't even need to bribe you
u passed :)

im just starin
starin
meow
Does anyone have introductory resources to understanding what norms are and how to prove stuff about them because I'm actually stupid and my real analysis prof assumed that we all knew going into the class and I've literally never heard of any of the things he's saying and I'm so confused
wikipedia at least has a defn probably
i assume u have that in front of u?
Yeah
iirc its 3 axioms/properties
its gotta satisfy
Thats all the norm is
You can think of it is a kind of 'length'
Ok that makes so much sense
The norm will assign a length to each vector
But this is not necessarily the usual length
That's the euclidean norm
You can have 'distorted' norms
Can't think of a good example from top of head 😶
What you will likely come across at some point is function norms
========
For example, {f : R -> R} is a vector space over R. ||f|| := sup({|f(x)|})
This defines a norm (check it satisfies all properties)
In words, this norm assigns the length of the function as the sup of the absolute value of all y-values the function takes
Ah in this case, it norm maps to extended Reals, unless you restrict that space to bounded functions
you can try prove it.
but it should
,,\abs{\abs{f}}\coloneqq\sup({\abs{f(x)} : x\in\bR})
This should be a common introductory exercise to do
Let's say you're only considering bounded functions (so the norm is finite always)
I love this norm
so cool
using this norm on C(X) functions a convergent sequence is a uniformly convergent functional sequence
which I just find delightful for some reason lel
I'm starting to think that maybe I don't actually want to take topology next semester lol
Thanks for the insight though
I think its quite different from analysis
Especially algebraic topology
I'm not a fan of analysis, no.
topology was ok for me
Are you in grad school?
Oh cool
@bright hill continuous map from compact space to compact subset of R attains its maximum value right?
So whats a non-example where that sup is relevant
just tryna think
anyone applying/applied to the uchicago reu? do they not have topics and just cover what u say u want to do in your research statement?
(thats me guessing the statement, if its wrong or more general, correct me)
yeah, you actually just need the "from compact" part
oh right from compact implies bounded
ah i see
so if we map from R but still bounded function
we could have sup be asymptote
the image of a compact set under a continuous map should also be compact
#graduate-applications might be relevant for u (im not sure - check channel description)
I mean
Think arctan
yep
bounded means it attains its max, no?
oh wait no
hello everyone ∫ln(f(x))d(f(x))=∫ln(x)x dx . What is the expression of f(x)? As x belongs to R*+
f is a generic function
what's the problem exactly, i don't get it. why is arctan relevant for compact domain functions?
probably needs to be continuous? maybe monotone? idk
.
as a non-example
thats what i was hunting for
of where that sup in this defn is relevant (else u can replace with max)
oh i see.
F IS a function from R to R
I don't understand your question tbh
I think f needs to be monotone and continuous for that to hold
Thé question is to find the expression of f in function of x.

F(x)=something with x
He's insinuating that this equation actually specifies what f is
And is trying to find it
oh wait i didnt notice the extra x on the right hand side
Id approach by differentiating wrt x both sides?
I mean it holds for f(x) = x
yeah this is a weird non linear de though unless i'm mistaken
that extra x
it does not
ln(f(x)) vs x ln(x)
x^2
Lmofa
times some constant
u guessing boi

d(x^2) = 2x dx tho
.
ok i see thats clever
ln(x^2) d(x^2) = 4 ln(x) x dx
the constant is 1/4
yes
they said x belong in R+
oh
inwhich x^2 is monotone
wait x^2 is actually such a troll sol

Troll solutions are always fun
differentiating both sides should be the way to do it right
I kinda wanna make a math career out of it
but idt the constant is 1/4
i have a problem for you
wait lemme remember
crap i need to ask someone
No, no remembering allowed
Maybe
there is a very epic problem
integrate sqrt tan x 😶 
becomes paul zeitz
troll question
dude's a math professor
and his research output is non-existent
all he does is train HSers for the imo 
paul zeitz is a temp instructor at my friend's high school
wait not anymore?
Just that I want my papers to be a lot of like
does he still do that
I'm not sure
cuz po shen is imo team coach rn for the usa
Oh here's this big open problem you guys have been struggling with for decades
Hehehehehe just do this
slaps knee
Unironically I'd love that as a research career
(or however his name is spelled)
Just being slick
The solution of my problem,is it already done ?
God is one
actually not sure that x^2 actually works with any constant
More I'm saying that thinking it requires being God is indicative of a skill issue
because if you put a constant in front you get a constant added to the entire expression but maybe i'm tripping
end up with an unwanted log(k)
Oh maybe you just got got tru
Constant is a variable witch belongs to a singleton.all her values repeat in one value.
Singleton :a set witch contrains one number
This IS why repeating some objects in a set doesnt have any effect.
As {1;2;3}={1;2;3;3}
@neat lintel I'm not gonna disturb that channel. So Imma answer you here: originally we made it a set condition that the bracket gives only 1 solution.
vulcano is a hero 🦸♂️
fys
yes
i remeber 
but is that why it is =0
<@&268886789983436800> spamming this suspicious image link across channels
i mean at university of san francisco
different schools prioritize different things
IDT USF is R1
<t:1675982098>
Because originally our derivative was equal 0
And our goal was to find a value of k that makes the derivative have one x value that makes the derivative = 0
idk why i sotrue it :^)
the pure charisma and strengh coming from that procamation left no doubts, it was so true, indeed
oops
Yeah i know

we are reaching veracity levels that shouldn't even be theoretically possible.
Whats wrong with this argument for calculating molar mass, M of substance X.
M=m(1 mole of X) in grams
=N_{A} m(1 atom of X) in grams =N_{A} m(1 atom of X) N_{A} in amu
This is obviously wrong since the Avogrado constans should cancel each other
The last equality holds since 1 gram = N_{A} amu
uh, is molar mass not mass / moles?
it seems youre multiplying instead of dividing
if you divide then the initial N_A ends up in the denominator
so you do indeed have cancellation
yes
Oh what univ?
So many math books

I went to one local uni's bookstore last time and it was so small bruh 
yeah it has bloody nothing
csulb
Yeah, although if you can do that the class isn't worth taking
ah, so my high school wasn’t worth it
how do u finish pre algebra bruh
I fail it last year
And im struggling again
Pre algebra so hard. Algebra 1 must be impossible
I just saw Han-Na Chang and she was amazing
its ok. it can be learned. you will get it.
me late but i saw this and fr wanted to wish you good luck
u will get it! 🙏
idk if finding pre algebra is a prereq in the usual sense to algebra
I mean it is but it also isnt
You might find things in pre alg hard but things in algebra 'make so much sense'.
But this is probably rare
i dont understand
Would anyone teach Integration
khan academy
can you differentiate?
honestly "no" would be a hilarious answer
You don’t need to
but it is best to learn that first
I was just reading about de rham cohomology
I was going to give cool fun facts
but now I can’t think of any
and it also looks like it has to do with my first message
which wasn’t intentional
de rham cohomology fun facts
fun fact, if you spell it with a k, it can be used as my username
ke kham kohomology kun kacts
like a script? cool af
sorry do u have time to talk about ISO 8601
funny joek
i've had a similar experience after reading about cohomology
https://www.desmos.com/calculator/hri2yiobak this turned out great
Hello. Does anybody know, what is it curly arches means ? How to solve this example ?
(You need to find period of function)
wheres my catgirl
,w catgirl curve
who will enforce it
anyone seen the music movie about tar?
if you were in the julliard lecture hall in that early scene, would you have said something?
she has good points, but she rails on that guy to the level of cruelty, I believe. I do not know whether she is trying to teach him or to break him into her thoughts about music and its place.
My only counter-argument to standing up and trying to either stop or ease this interaction is that stressful encounters like that build character, and that anyone trying to be a conductor probably has a good spine or knows how to deal with egotistical characters (and the guy getting railed on is, all in all, faring rather well, and in the end decisively walked out), but her behavior is really pushing the limits.
Obviously it's easy to say but hard to practice, but what are your thoughts?
please ping me if you reply 
I am helping
No you're not
yes i am
You don't even know what the question is asking
heheha
twice fan in 2023????? zamn
hey just a question - I'm a math student taking an introductory course in newtonian physics and I really like figuring out things by myself so I'm basically re-deriving all the results in a more rigorous way, often generalising things , so I've come up with what I think is a nice set of notes that can help students see the bigger picture when taking a similar course. Is there any way I could publish them or is the idea just ridiculous?
probably they wouldnt be worth publishing but like u can upload them on the internet or something for others to use
Imo, better ask your prof/course coordinator/advisor. Not internet strangers.
How much are they charging for copies?
guys i have a question, to study architecture can i take IB math AI SL?
so what do i do after khan academy
Khan academy is plan for like 3 months if you are gonna spend 100% of your free time on it
and if you really want to understand the topic including proofs
3Blue1Brown, by Grant Sanderson, is some combination of math and entertainment, depending on your disposition. The goal is for explanations to be driven by animations and for difficult problems to be made simple with changes in perspective.
For more information, other projects, FAQs, and inquiries see the website: https://www.3blue1brown.com
truly

What grade are you?
like
$\frac{d}{dx}x^{2}$ Can you compute e.g. this?
MathIsAlwaysRight
@torpid frost what topics have u done in school so far, perhaps we can help you based on that ? 
on this level of math khan academy is one of the bests
uh
if you dont mind paying brilliant.org is also good
i aam so poor
ive done differentiation
wait really?
o think thats the "highest level"
its only derivatives though
d/dx x² is diffferentiation
evaluate
or sth like that
simplify
Or differentiate x^2 or find first derivative of x^2
then just 2x?
Yep
Is there any topic you would like to get better at?
What's that for sin x?
not a clue
is that like trig identities
Yeah
yeah i dont even know what calculus is
$\sum_{n=0}^{100}\left(-1\right)^{n}\frac{x^{2n}}{\left(2n\right)!}$
MathIsAlwaysRight
oops forgot to add infinity
whats cculus
If I were engineer I would say it's 1

calculus
Calculus is the study of change
Example usages of calculus: Approximate functions, work with rates of change, find areas under curves, proving volume of sphere and lots other area/volume formulas, computing infinite sums, finding behavior of functions at infinities
thanks
U need a lot of trigonometry got calculus tho
Maybe start with Algebra 2 or precalculus, you need a decent amount of algebra and trigonometry
alright
oh wait no
im not 12th grade 😭
lmao
im so silly why did i think 12th
im like 10th grade in the US i think
i made a background for my phone can you rate it or some wut
It just feels math with no purpose ig
U should focus on like one particular branch that u love and stuff related that perhaps ? 
For now, it looks like one of those things gifs about people thinking have
Like this
Random math with no focus on anything
theres nothing wrong with it
Indeed
i put the things I like so
Oh
i think its fine with me

should edit Jesus to ryc or something
I would fill it with memes ngl
id fill it with catgirl(s)
$(a+b)^2=a^2+b^2$ ftw babyyy
I would feel it with some graph of a complex function
DarQ

$\cos(3a) \cdot e^{-i2a}$
It has a very visually beautiful graph
On the complex plane
Between a from 0 to 2π
does anyone here know the school mmstc ?(Michigan -Butcher)
meth and ethics
methics
@deep mango quack quack
are all well ordered sets order isomorphic to some subset of N
Fancy way of saying "bijective" lel
Anyhow
every set can be well-ordered
i just noticed
How can a set be isomorphic to N if it has a larger cardinality
oh which means not true
idk bruh, i just saw this defn for realsies
and im thinking whuddaheck u know
Ok, so apart from subsets of Z bounded below
What 'good' examples of well ordered sets are there
===
im now aware there is one with ordinals
inb4 you just assume they exist
brehhh but this is boring
sure
but theyre like a line init
because theyre in order
but that makes them boring
So therefore they are inherently boring
maybe you'd be more interested in partial orders

total orders are pretty boring
no i wouldnt be
whenever they started talking bout orders in class
i just didnt care
hurr durr this is less than this
I think this is boring too
An excuse to do proofs
I don't care about any of this
im reading chapter 0 of folland
And I barely know it besides the basics
It's one way of understanding some things in functional analysis
But the typical proofs are just done with choice
/ zorns lemma
should i bother understanding choice
/zorn

never did
i definitely couldnt regurgitate the statement
that's a tricky one to learn
'all vector spaces have a basis'
i'm eating couscous
EAT YOUR WORDS CATTY BOI @long matrix
Lmfaooo
BAHAHA
It's a long story
it literally isnt
oh this is your dumb reading group server i bet
the story is long because it involves lots of ryc-lore
Cringe.
i know the long part already though
oh yes, derpz commented he was freaked out by seeing 'ryc is typing...'
Hahahah
yeah but it's a good kind
like how people love jesus or whatever

i wouldnt think that highly of yourself
its more like a school kid being scared of their teachers
some would call jesus a teacher
darq asks me how long to read 2 chapters of folland, but istg i cant stop myself stopping at every pitstop like this
about $58
that's better than amazon
Do you recommend the book over e.g. Schilling?
it's legally free online
you can check for yourself
I have 😀 But I'd like your opinion on the content
axler is probably more traditional than schilling
I got stuck on Schilling in various places but I also just moved on to other things. So when I go back to that kind of content I'm thinking of switching books and Axler looked like a good option
I want to avoid reading one of these measure theory books that isn't general enough (i.e. and then have to go read yet another one to get the full picture or whatever)
Oh great, thank you 😀
Does anybody have good YouTube videos suggestion for
Thomas' Calculus: Early Transcendentals 14th Edition
I don't really know any intuition for it
the proof is relatively simple though

complex analysis isnt complex analysis without intuition
im almost there revitalizing it
I am doing PDE now
I'll crunch this into some finite element analysis thing. Could you guess what's that equation?
u should really clock some intuition for complex if u havent already tho
trust me its so worth
no I have intuition for things
i got it almost after i finished iirc
just not for this

I don't think there is any visual intuition for this
id have to draw to show but nvm
yes there is
maybe when i have a chance on vc i can
I don't see that as intuition
hmmm what's the intuitive connection between it and Z - P though
ive yet to fully get that, almost
i can certain explain the Z
the poles, you kindof think of the zero at infinity iirc
explain it
to visualize a complex function i imagine 2 planes, the domain and codomain
idk if u do that
I just imagine a 4 dimensional space
@bright hill listen to this kid
ok so this is the domain space
now what does the function do in the image space
for now erase all but 1 blue dot
Its clear the function just goes around 0 once?
in the image space
because your map has to be continuous
and so it looks the same
you have to go around 0
if there's only one zero then it would go around 0 4 times?
huh no
but 1 - 5 = -4
ive erased all but one blue dot
yes
no reds
ok now 2 blue dots
you know the answer needs to be 2
we go around twice
but how to achieve that
with the continuous function requirement
Well visualizing this is the intuition i meant
I don't get what you mean
That single loop in the domain
maps to a double loop in the image
phone, cant draw.
what does that mapping have to do with it having 2 zeroes and 0 poles
the 2 zeroes have to overlap
mapping from domain to image
that has some implications on what the map 'looks' like
and the topology
and how that single loop in the domain transforms into a double loop
wdym
yes
so you need to come up with some continuous deformation of the domain to achieve this right?
kindof
but S^1 doesn't have a trivial fundamental group
and considering what this must do to the loop is key
maybe continuous deformation isnt the right word
===
For the red dots its the reverse
For the blue dots you consider the R^2 topology as the image space
this is also the riemann sphere with a hole at infinity
For the red dots you consider the riemann sphere with a hole at 0, hence the rotations are reversed
I think thats how it works
yh rather than this, consider a concrete example
like z^2 on S1
You can move the blue and red dots around - overlap them onto the same point, because topology
so its z^b for blue dots
maybe this is better explanation
z^-r for red dots
it averages out 
The continuous map must be some deformation of z^b/z^r
I didn't get it can u explain what is this ??
me rambling about some intuition for the argument principle in complex analysis
just cross the branch cut and ruin the game of contours 
Sounds interesting
@bright hill hi u said i can ping u any time
complex analysis 
how much did u do
Oh yeah i just remembered. the number of zeroes inside is equal to the number of poles outside iirc
... you wanted to ask smth anal related 🙂
complex
Up till sigma algebras
I don't even know what a holomorphic function is
complex differentiable on some region
It doesn't interest me atm
do you mean principal value?
its so visual
no
I might do some after AT and measure theory
I heard from a few those two pre reqs are pretty nice to have while doing CA
@woven whale whats the theorem which says number of zeroes equal to poles with whatever restrictions
inside outside, cant remember
the counting principle?
am i getting factoring by groups correctly?
for ax^2+bx+c, can rewrite as ax^2+gx+hx+c where g+h=b and gh=ac
and then you fuck around with what you get
yes
do you mean rouché's theorem?
probably lets see...
Come then
i think im thinking the one counting the poles at infinity
andor zeroes
you could also maybe means riemann roch theorem
and how the total must cancel
That's a series.
I saw that already
Bad teaching
no, dipshit
Hey man, I couldn't figure this out myself but after doing some research it seems to be some kind of automobile, here's a link to help https://www.jdpower.com/cars/shopping-guides/what-is-a-4-x-2-truck
Hey
i also found a properly bound baby rudin in my bookstore which i got charged $170 for!
wow that is genuinely probably not worth it
it's all relative, $170 could be a few crappy DoorDash deliveries, i'd say Rudin is worth more than that
Here is one way to think of it. First recall that winding of a curve around a hole gets you 2πi.
Now if f(z) = (z - a)^n then f'/f = n/z-a so the contour integral of the curve around f'/f will pick 2πin if the contour contains a, aka the zero of f.
For general f, you can write f(z) as (z - a)....(z-k) g(z) where a,...k are zeroes of and g is a non-vanishing analytic function.
Doing f'/f will give you 1/z-a + ... + 1/z-k + g'/g so the contour integral just becomes 2πi*(number of zeroes inside the curve).
With poles, you have things like f(z) = (z-a)^-n so the integral turns out to be -2πin.
The another intuition is to realise that \int_C f'/f is nothing but just n(f(C), 0). But n(C,0) is just winding of C around 0 so the number of zeroes of f in C is just the number of times the curve f(C) winds around 0.
The latter interpretation is basically why we call it argument principle. Precisely if you want to find the zeroes of f in a region, if you can estimate the change in the argument of the curve under f, then you can find the number of zeroes. This is especially useful when you wanna find zeroes of f in unbounded regions like the upper half plane (because Rouche's isn't useful anymore).
(As an exercise, use this fact and the fact that n(C, z) is constant over connected components as a function of z to prove the open mapping theorem).
Are you talking about sum of all residues including at infinity is 0? This just follows from the fact that for a large enough contour C that contains all the (finitely many) poles, we have 0 = \int_C f + \int_ -C f = 2πi sum of all residues + residue at infinity

thanks
anyone know of some like theorems that "overkill" olympiad math solutions?
for example, using muirhead's inequality
for am-gm
or smth like polya's enumeration thm/ burnside's lemma in counting problems
probably some like graph theory results too
İn this question mod is good idea?
!help
Please read #❓how-to-get-help
try newton sums tho
Yep
interesting cat pfp lmao
Pretty gud
!volunteers
Helpers are just people volunteering their time to help you. Be polite.
I'm planning for the reading group before studying in earnest
(I haven't done any exercises yet)
ı know but
ofc to join the reading group click link in my profile
Three times thats again and again
Yes man
exactly
But I write disccussion
man if only slurp was here
what would slurp say
You understand
I understand that you should read #❓how-to-get-help
ok but go ask for the idea somewhere else lol
I don't want get help
in a help channel for example
Only discuss about
ah i see
Yes 8 do
theres nothing to discuss
sure go to #discussion
see how they take it
But any people write it anthying
Helpers are just people volunteering their time to help you. Be polite.
they're being perfectly polite
And you say again again same think

@ripe wasp yes I know
I didnt want help
.
you sound like you are whining
DerpZ, just <@&268886789983436800>
thats what how to get help is for
I am say this kan
They should handle it
İ think so
they dont give you answers
No they give
they guide you
Wtf is that i?
tall i
im so confused now
you sound ungrateful that people didn't respond after you asked "3 times again and again"
hm?
this is a turkish letter, there is a distinction between dotted an non-dotted i, so this is necessary
Yes
now THAT is interesting
It seems Symet is refusing to read #❓how-to-get-help
Or smth
its weird that they adopted the latin alphabet
No @bright hill I dont

I read it
its not very suited for turkish (arabic would be better)
And the two were squabbling and i thought it best to let the mods handle it
Ehhh I was gonna log off instead of continuing
so they added a ton of diacritics
That's a very bold claim to make lol
There are many current sounds that were nigh impossible to represent in the Arabic script era
No but like
Turkish is just a very rich language in vowels, while Arabic is not
Arabic is heavily consonant-rich
Spoken Turkish and written Turkish often were hard to work well together
Not saying the Latin was perfect, but it DEFINITELY was an improvement from the Arabic script tbh
Take it from someone who can speak both Arabic and Turkish
oh ok
i read some argument that a modified arabic would be better than modified latin
I'm not sure about that. Literacy rates were very low with the Arabic script
Anything Arabic is almost always 10 times harder for a non speaker to learn tho
quora, but the top answer addresses your concerns: https://www.quora.com/Why-does-the-Turkish-language-use-the-Latin-alphabet-instead-of-Arabic-alphabet-1
though i dont know much more than that
Like I learnt Turkish and became fluent in it in 3 years; I wouldn't expect a person learning Arabic to even come close to a native in 10 years of constant learning without much much effort
Hello
People underestimate how UNBELIEVABLY difficult Arabic is to learn in all of its aspect
It's an absolute nightmare that is rivaled only with Mandarin in my opinion
Sure
Here is the word "الملك", do you notice those little strokes under the specific letters? Those are the short vowels and they absolutely change the meaning of the word
This word can mean either, "King" "Property" "Angel", " Sovereignity " And a lot more
And those short vowels are almost always omitted in every casual talk
So when you see a sentence containing one of them, you are always meant to deduce the short vowels contained in it, and even the word itself
Yeah even I, a native, struggle to deduce the meaning of some words if presented without its certain short vowels
This also goes to show another thing: there is at least fucking 5 variations of every word and it's absolute cancer
All those short vowels that make such a slight change in pronunciation, and are often omitted, make up a whole plethora of new words
Oh yeah we have something in Arabic called " اعراب " Which basically roughly translates to "parsing"
It means you pick off a word and find all of its original roots and all of its affecting grammatical structures
Its so so so hard
I am so glad I don't have to ever take an Arabic class again

There is a reason why Arabic is so fragmented as a language
Is this just the dialect difference or are these also missing things like where you combine letters (like the w), and tanweens?
Every region has its own version of Arabic that is so accent-heavy it is practically non-legible to another Arabic speaker
No definitely not just the dialect difference
Absolutely no Arabic speaker writes Arabic words with their short vowels unless absolutely needed to
It just makes you seem either incredibly formal or religious
Like I can say a sentence like "انا احب اكل التفاح يوميا بالبيت" In Arabic but I wouldn't even know where the short vowels go in that, I just forgot
formal Arabic is incredibly hard and accents have always been the thing that eased it up a bit
Does this also result in difficulties with people with different dialects in being able to read each other's sentences?
Yes
Daily
I often don't understand some of my family's messages due to that, and vice versa. And we also tend to write words that don't actually exist in the Arabic vocabulary, but are in fact a written manifestation of their accented spoken counterparts
This is the reason why I said I wouldn't expect someone learning Arabic to even come close to a native in Arabic even after 10 years of learning
It is just... Impossible even for me
Oh yeah short vowels
It makes it confusing to try to read for me too
Because everyone's like "Oh just interpolate them using grammar"
So does school curriculum in different countries teach the local dialect or do they teach some universal dialect?
Yeah they teach standard arabic
There is no school that teaches accented Arabic
That's just a whole other language you have to pick up solely from speaking to others
So it's like yeah you have a language for which you basically need to know the grammar to be able to read. Compared to Spanish or smth
Arabic isn't that hard tho, how hard a language is depends on the languages you already know
Lmao
English speakers might find it hard but Hindi or Urdu won't
Similarly, Latin and English will be hard for those from Asian languages like Korean or Japanese
You only find what you "perceive" to be easy as easy, I would like to see you parse incredibly complicated Arabic sentences and still tell me it is not difficult
Korean might be more easier for Japanese than for English
Duck that is true but the impression I get is that there is still a comparison that people are kinda able to make
I don't think so. Urdu speakers can learn to read Arabic fast but grammar and whatnot is very difficult for them still.
And Urdu grammar is easy ?
As compared to Arabic? Yes
80% of Arabic native speakers do NOT know the grammar. Even me. We just find it incredibly difficult to remember and keep a hold of
What is difficult about Arabic grammar?
In particular a lot of people who know n \ge 3 languages seem to say that English is comparatively easy to learn
I don't think those forms of comparison are sensible as universal standards, they might be good for people individually, but u can't really rank hard to easy on a single universal scale 
You can't do a clean ranking but my impression is that there's more one can meaningfully say than what you suggest
If the natives even forget language, it means languages will change and evolve then
No
That's also impossible
Languages aren't fixed boxed with defined rules
They evolve as people change and they pronounce stuff changes
When you say this, I think you mean standard Arabic when you say Arabic grammar, right?
There are still remarks of old English to modern English as well
You still speak your dialect of Arabic perfectly, and have perfect command over it.
You have to remember the reason why Arabic is so traditional and hasn't been reformed is due to religion. Altering the language means altering the language of the Quran which is what 90% of Arabic speakers follow and believe in. Arabic has not been majorly reformed in 1400 years due to the fact that the Quran is meant to remain unaltered
People back in the day genuinely pronounced K in knife even tho now we don't
Languages changed cus we changed and we changed how we spoke them, leading to change
Duck Arabic is gonna be more rigid, in the sense that there is "standard Arabic" that is not really allowed to change, e.g. because it should be a modern version of the language of the Quran
^ exactly
So what people speak day to day are dialects, and there's a ton of variance and perhaps those are gonna be simpler
Why so ? What's unique in Arabic that it can't change ? Is it the perfection of a language ?
But there is what's called "Standard Arabic"
.
Arabic changes all the time, at least the dialects people actually speak
Which by definition is basically the modernization of the Quran
Formal Arabic will never change. Accents will come and go though
That is considered proper Arabic
So, u will change the way u pronounce knife but never change the spelling ?
Yes that's the reality
As a metaphor
Idk about other dialects, the Moroccan one is only spoken rather than read
Nobody speaks like the Quran is written
When you read you read standard Arabic
anymore
Idk, sounds like most of Arabic fanbase is motivated by religion rather than genuine language

Fanbase?
Idk what they call people who speak Arabic ?
Arabians ?
Arabic natives ?
Arabs ?
Seems like an incredibly uneducated and shallow remark to make lmao
What's complicated about Arabic?
Fanbase is a good term
Arabs are people who speak Arabic but idk if you'd call that a fanbase lol
Nah it's pretty stupid
People often say that the grammar is very difficult, but I don't see any grammatical features that are very out of this world

alright

