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12:46 AM
@SirCumference Keep in mind that there is no reason to think that space is granular merely because there is a limit to the precision of measurement. There is nothing preventing you for learning that two objects are 1.3 or 1.4 plank lengths apart, just from learning that they are separated by 0.9 plank lengths.
 
It is done
5 pages
the midterm review for calculus is done
 
user218912
1:31 AM
@0celo7 that's not the share link.
 
it's not?
what is it
 
user218912
it brings me to my dropbox.
 
user218912
yes
 
user218912
looks dense
 
user218912
1:33 AM
I used to type notes like that, or even more dense, but then I realized it's difficult to study off of.
 
user218912
it's so much easier to study from if you bold specific terms and put spaces between each new theorem or statement.
 
I didn't use it to study
 
user218912
then what is it for?
 
I read my notes, when I understood the proof, I wrote the result on there
it's a checklist
 
user218912
oh
 
user218912
1:36 AM
btw I didn't forget the book.
 
user218912
just been broke lately
 
user218912
since 70 usd is like $100 for me.
 
I don't need the book
If you want to get it, ok, but I'm not expecting it
 
user218912
which book do you need then?
 
user218912
preferably 70 or under.
 
1:44 AM
I don't need any books
 
@0celo7 Where your notes at boi?
 
user218912
@0celo7 yes I do want to get it because I said I owe you and I will buy it soon.
 
user218912
but if you don't want lee, then which other book?
 
All right, I need help.
Say we've got a black hole that releases Hawking radiation and thus is not eternal. As we approach the black hole, time dilation would increase between me and the rest of the Universe.
Before I reached the event horizon, would the black hole have already evaporated?
@0celo7 You know GR, right?
Could you answer that?
 
@BernardMeurer the link is literally right above.
 
1:58 AM
@0celo7 Those aren't good though :/
It's just a bunch of definitions clumped together
 
Goddammit, where's CW when we need him...
He was the most familiar with GR out of all of us here
 
with this GR yes
 
@SirCumference He is forever gone
Sadly
 
@BernardMeurer I know :'(
 
he didn't know Lorentzian geometry though
 
2:00 AM
@ChrisWhite we deeply miss you
 
@obe Intro to the h-Principle, A Course in Minimal Surfaces.
But I could benefit most from Lee.
Oh and that expensive ass GR book. There are two expensive ass mathematical GR books I could use.
@BernardMeurer and theorems!
Do you want me to write a book on analysis?
 
@0celo7 Well, some explanation would be good
You always give me shit for just writing maths klingon
I don't see why you get a pass
 
because this is a study guide
 
Some explanation would be good
better formatting too
but you seem to be on the right path
 
what's wrong with the formatting?
@BernardMeurer dude give me hard problems from your homework
I need to practice.
 
2:04 AM
@0celo7 I could translate the problems from my analysis book
Some are nice
 
go for it
 
Will do
but we have to use GitHub
 
dude I have an exam in like 10 hours
I'm not learning to use that now
 
Not now, I mean throughout the week
 
well I have to practice NAO
 
2:09 AM
Which subject?
 
analysis
 
What in analysis?
 
uhhh
derivatives
I'm weakest on those
 
Okay, sec
 
user218912
@0celo7 is that supposed to be a pun?
 
2:15 AM
no, why would it be a pun?
 
user218912
weak derivative is a thing.
 
didn't know that
what is it?
 
user218912
idk analysis
 
user218912
i just read about it
 
user218912
i'm 100% sure you know exactly what it is
 
2:17 AM
...maybe I do
 
user218912
xD
 
Let $I\subset \mathbb R$ an open interval, $J$ a limited interval contained in $I$, and $F_n$ a sequence of differentiable functions in $I$. For each $n\in \mathbb N_1$ and each $x\in I$, $f_n(x)=F'_n(x)$, admit that the sequence $f_n$ converges uniformly on the interval $J$ for the function $f$ and also that, for some point $c\in J$, the sequence $F_n(c)$ is convergent.
 
limited interval?
 
In these conditions prove that the sequence $F_n$ converges uniformly in $J$ to a function $F$, differentiable inside the interval $J$ and, in each point $x\in \text{int } J$, the equality $F'(x)=f(x)$ is true
@0celo7 It's what it says here
 
@BernardMeurer How'd you write the set of all natural numbers?
 
2:23 AM
ok this problem is nontrivial.
give me a minute
 
@SirCumference $\mathbb N$
 
@BernardMeurer K thx
$\mathbb N$
@MAFIA36790 Howdy
 
ok
Each $f_n$ is differentiable, right?
wait
what kind of shit notation is this
Oh, ok. So $F_n$ are differentiable
@BernardMeurer Trivial.
 
user116211
@SirCumference Hey
 
Clearly each $f_n$ is integrable. So $F_n(x)=F_n(x_0)+\int_{x_0}^x f_n$, where $x_0\in I$
Write $F(x_0)=\lim F_n(x_0)$.
Since $f_n\rightrightarrows f$ on $J$, $f$ is integrable and $\lim \int_{x_0}^x f_n=\int_{x_0}^x f$.
So we can take the limit of the first equation, and get $\lim F_n(x)=\lim F_n(x_0)+\int_{x_0}^x f$.
My $x_0$ is your $c$
So we have $F(x):=\lim F_n(x)=F(x_0)+\int_{x_0}^x f$.
Hmm, after that things get harder :P
It's clearly differentiable with the correct derivative.
Uniform convergence is harder.
Oh no, use the mean value theorem for integrals.
@BernardMeurer Ok, next
 
2:35 AM
The proof here is 2 pages long dawg
 
Not using integrals I assume
 
they use integrals?
 
ok
next problem
 
3:16 AM
This is kinda scary
It means we can misidentify particles
 
user218912
@SirCumference how far did you get in the notes?
 
@obe Still on page 63
Been focusing hard on school
 
user218912
not bad.
 
user116211
3:36 AM
13
Q: Can an irreducible representation have a zero character?

PanurgeI asked the following question on Stackexchange, http://math.stackexchange.com/questions/1978407/can-an-irreducible-representation-have-a-zero-character but it got no answer, so I ask it here. Is there an example of the following situation : $F$ is a field, $G$ is a finite group, $\rho$ is an ...

 
3:47 AM
@obe Are you planning on posting more answers?
Reach the > 200 rep club
darn it bl00beLord
 
user228700
Anybody doing Chemistry here? (Pls 🙏)
 
@Kaumudi Just ask
 
user228700
There is no point in just asking if nobody knows. I've already asked at the CSE chat.
 
Anonymous
ask me
 
Anonymous
@Kaumudi
 
Anonymous
4:00 AM
tell the question
 
user228700
OK! Here:
 
user228700
in The Periodic Table, 11 mins ago, by Kaumudi
I've been trying to figure out the hybridization of the oxygen atom in furan. Since there are two lone pairs and it is bonded to tao carbon atoms, the steric number comes out to be 4, hence $sp^3$, yeah?
 
user228700
in The Periodic Table, 11 mins ago, by Kaumudi
Apparently, it's actually $sp^2$. How come?
 
@Kaumudi "CSE"?
 
chemistry stack
 
4:03 AM
Oh, you meant "C SE"
 
user228700
So I read that I musn't include both lone pairs whilst calculating the steric number of oxygen, since one of these is actually delocalized throughout the molecule due to resonance.
 
user228700
@SirCumference Yep.
 
Anonymous
dont call me sir..i'm of your age only...btw furan is aromatic...so it must be sp2
 
Anonymous
2 bond pairs + 1 lone pair
 
user228700
But how am I to figure to out which electron pairs are delocalized and which aren't?
 
user228700
4:04 AM
@S007 When did I call u sir..?
 
^
 
Anonymous
you know huckel's rule?
 
Anonymous
SirCumference
 
Anonymous
sorry
 
Anonymous
misread
 
Anonymous
4:05 AM
you know 4n+2 rule?
 
user228700
@S007 Yeah, I started out, trying to figure out if furan is aromatic or not, using Hückel's rule.
 
Anonymous
hmm so
 
Anonymous
one lone pair is delocalized
 
Anonymous
take 2+1 =3 i.e sp2
 
Anonymous
forget the other lone pair
 
user228700
4:06 AM
Yes, how to know if it is delocalized in the first place? (W/o already knowing that furan is aromatic)
 
Anonymous
W/o already knowing that furan is aromatic---- you can't
 
Anonymous
you must know it is aromatic
 
user228700
That can't be true :/
 
Anonymous
why?
 
user228700
What if u're trying to figure out if it's aromatic or not?
 
Anonymous
4:08 AM
then use huckel rule
 
user228700
Okay, how would u do that?
 
user228700
How many $\pi$ electrons are present?
 
Anonymous
see if lone pairs are present...then a cyclic ring always tries to gain aromaticity
 
Anonymous
so it takes only 1 pair of electron
 
Anonymous
from O
 
Anonymous
4:10 AM
and leaves the other one localized
 
user228700
Huh?
 
user228700
I don't understand the steps that u are following to arrive at the fact "and leaves the other one localized"
 
user228700
Also, can u direct me to a source that says that "if lone pairs are present, then a cyclic ring always tries to gain aromaticity"?
 
Anonymous
aromticity=stability
 
Anonymous
I cant find a source now
 
user228700
4:12 AM
OK..?
 
Anonymous
*aromaticity
 
user228700
Can u pls elaborate?
 
Anonymous
on what?
 
Anonymous
 
user228700
How did u determine that one lone pair is delocalized?!
 
Anonymous
4:14 AM
2 pi bonds have 4 e
 
user228700
And as for Hückel's rule, well, u couldn't possibly have used it w/o knowing that one lp is delocalized!
 
Anonymous
and 1 more lp needed to make it 6 e
 
Anonymous
to make it aromatic
 
user228700
Aaah! But this is under the assumption that furan is already aromatic!
 
Anonymous
no
 
user228700
4:15 AM
When using Hückel's rule, we generally don't know if the compound is aromatic or not.
 
Anonymous
every ring tries to be aromatic
 
user228700
U said "to make it aromatic", which implied that u already knew that furan is aromatic!
 
Anonymous
so even if 8 electrons are present
 
user228700
What if it wasn't and u did this, to find that it is somehow aromatic. Ur answer would be wrong!
 
Anonymous
it must be aromatic
 
Anonymous
4:16 AM
because there are 8 total pi electrons
 
Anonymous
initially
 
Anonymous
but i reject one
 
Anonymous
to make it aromatic
 
user228700
Yes, how did u reject one pair?
 
Anonymous
to satisfy huckel
 
Anonymous
4:17 AM
by force
 
user228700
>To make it aromatic
 
user228700
That's not how it works, dude.
 
user228700
Read that ^
 
Anonymous
"That's not how it works, dude." ----well if you think you know better you should not be asking here
 
Anonymous
4:18 AM
bbye
 
quick GRE problem question, causing intuitive confusion. anyone willing to provide a different perspective?
anyone here?
 
user116211
@dm__, ask your question. If someone is interested, he/she would respond.
 
user228700
@S007 Whilst I'm still not very clear on how it works, I can definitely ascertain that ur line of reasoning will lead to wrong answers. I'm not trying to be condescending or anything. It's called a discussion; we are helping each other.
 
Anonymous
Show me one example where my method doesnt work
 
Anonymous
Then I'll accept.
 
4:26 AM
cool. oil sits on top of water. a block is immersed, floating in the boundary between the two. now, how in the world does the oil, which is on top, supply an UPWARD buoyant force? the sides and top of the block contact oil; side pressures cancel, and wouldn't the top pressure be down?
 
user228700
I've only just started working with this and exceptions pop out from places u'd never expect to find them. I agree that rings want to be more stable and that if they can help it, they will be aromatic but I'm saying that we shouldn't force Hückel's rule on the compound. Ur method may give u the correct answer but the conceptual understanding behind that method might not be so clear.
 
Anonymous
@Kaumudi every compound wants stability...that is the conceptual reason
 
Anonymous
we always force huckel's rule whenever possible
 
user228700
Sigh. Alright, I dunno man, I might be wrong too. I just feel that "forcing Hückel's rule" might not be the best way to do it and also, it is not something I've read anywhere.
 
user228700
4:29 AM
Here, I found this and this cleared my doubts:
 
Anonymous
you will not find it in standard texbooks
 
Anonymous
ask your teacher
 
rob
@dm__ Suppose that the block, which floats in water, were resting on the bottom of an unfilled container. Water is poured in and occupies only the sides and top of the block. Doesn't your argument suggest the block should not float?
 
nice! ok, how is that resolved?
 
rob
4:30 AM
@dm__ The oil is also exerting pressure on the water, and via the water to the bottom of the block.
 
user228700
@S007 Exactly the problem. Teachers often tend to make these little tricks to do the problems in exams but I'm just saying that it might not always work! Again, I might be wrong. Anyway, I've found my answer. Thanks.
 
woah, right on. thanks!
 
Anonymous
these are not tricks...this is pure logic
 
Anonymous
think from a molecule's point of view
 
rob
@dm__ no problem.
 
Anonymous
4:32 AM
anyway you are welcome
 
Anonymous
goodbye
 
user228700
@S007 Yes, it does make sense. The molecule wants to attain stability but aah, I dunno man, tell me if u find an exception. Bye.
 
Anonymous
I never found an exception out of the 100s of problems i solved
 
Anonymous
:-)
 
@rob what about the one you posed? if the block is sitting at the bottom of the container, FLUSH with the surface for sake of argument, wouldn't it remain at the bottom?
 
Anonymous
4:33 AM
tata
 
when water is poured in
 
rob
@dm__ that's called a suction cup.
 
sweet
 
My parents are pissed that I have a "micky-mouse" major
 
rob
@SirCumference Don't be ashamed. Animation is big business.
 
user116211
4:35 AM
@SirCumference WTF ;/
 
Is there any paying job where you use your mind?
Wow...screwed that up
 
user116211
@SirCumference yes.
 
But yeah, I'd like a paying job that makes me use my brain. And preferably numbers.
 
user116211
See if your university department has any undergrad research programme.
 
Research is out.
 
user116211
4:36 AM
._.
 
@MAFIA36790 Researchers don't make much...
Especially with all the studying they have to do beforehand
Most people become astronomers at 35
 
user116211
Then join a casino.
 
...
Sigh...
There's no paying job that makes me use my brain...that's really depressing
Not enough people see the beauty in math.
 
ma(beauty)th
found it!
 
At this rate, the kids in the back of my old high school math classes yelling "When are we ever going to use this?!" will be right...
 
rob
4:39 AM
@SirCumference I don't agree with you here for the case of funded graduate students.
 
@rob My point there is that the amount of studying beforehand produces a mediocre salary, in too many cases
 
money does not matter.
 
user116211
It matters.
 
rob
@SirCumference I won't deny that a graduate student stipend is mediocre for a full-time job.
 
@dm__ It matters
You need to put food on the table
 
4:41 AM
not a lot of money needed to do that
 
Don't be idealistic
 
don't be greedy
 
rob
But, I was able to start my family during grad school.
 
It's not greed
 
user116211
@rob WOOW!!!
 
4:42 AM
It's worry that I might not be able to support a family
 
user116211
I can't support my dog, let alone myself.
 
@dm__ If money isn't the problem, finding a job is
There's not nearly enough jobs for researchers
 
user116211
Sell weeds.
 
I'd rather not put all my work into one dream only to find myself unemployed years later
 
user116211
You will be millionaire.
 
4:43 AM
That's a scary thought
 
rob
@SirCumference What are you studying?
 
@rob Astronomy
 
a thought, that's all. don't attach to the future
 
@dm__ There's too many cases of that
 
don't be a case
you are you
 
4:44 AM
This doesn't sound like planning for the future...
 
rob
@SirCumference Yes, astronomy is pretty competitive, especially at the permanent-position level.
 
@rob Not to mention, it requires more than 15 years of studying after high school, plus it doesn't pay well...
 
only way to find out is to venture into the great unknown! the place that plans go to die
 
rob
@SirCumference Fifteen years sounds like an overestimate.
 
@dm__ I'd rather not spend my whole life working hard, only to find myself unemployed and unable to support myself or a family
 
user228700
4:46 AM
@S007 OK. Ur conceptual understanding is sound. Maybe I just didn't understand it the first time u explained; I'm sorry.
 
That's too great a risk.
@rob That's what a few astronomers told me
Even my professor said 13+ years
 
Anonymous
@Kaumudi Now are you confident about aromaticity?
 
rob
@SirCumference Where are you in the curriculum now?
 
Anonymous
Good !
 
@rob I'm still a freshman, only a month into my courses
Well, almost 2
 
user116211
4:47 AM
@SirCumference Well, me too.
 
user116211
But I have not pondered so much far about the future.
 
We're going over hydrostatic equilibrium formulae and such
@MAFIA36790 Well, my parents are calling me and they're pissed
 
rob
@SirCumference So, no matter what, you're going to get some sort of undergrad degree. That's four years.
 
user116211
@SirCumference ohh.
 
Sigh...this is too stressful...
@rob I've done the math, it seems like less than 15, but that's what the people told me...
 
user116211
4:49 AM
Join some gang in Mexico; or join a casino; or start a business.
 
it's stressful because these are artificial. you are compressing 15 years of your life into a few sentences. it is not helpful
 
@dm__ If you don't mind me asking, how old are you?
 
rob
For an astronomy major, you're going to cover a lot of the same material as a physics major: strong mathematical background, classical mechanics, complex problem-solving skills, computer programming.
 
user228700
@S007 Yes :-) BTW, "100s of problems" wtf?
 
user116211
I have wondered @rob, why you people have 4 yrs of undergrad degree; we have only 3.
 
rob
4:51 AM
When you get your undergrad degree, that's a decision point. You can continue at that point. Or, you can get out and become an actuary or something.
 
@rob Isn't that a bit late?
 
user116211
@SirCumference NOO!
 
Anonymous
@Kaumudi Well preparing for jee...so :-P
 
rob
Insurance companies and actuarial firms love science majors, and pay well, and ... offer great insurance
 
user228700
@S007 Oh :-P U're in grade 12/11?
 
user116211
4:51 AM
Hey @S007, Indian!
 
@rob I've brought up employability in the past, here....
 
rob
@MAFIA36790 "We" == Europe? England?
 
@dmckee woke me up about that
 
user116211
yes.
 
Anonymous
@Kaumudi 12
 
Anonymous
4:52 AM
you?
 
user228700
Ah, OK. I'm a dropper.
 
Anonymous
@MAFIA36790 hi :-)
 
Anonymous
@Kaumudi all the best
 
Anonymous
lets study now
 
Anonymous
tata
 
rob
4:53 AM
@SirCumference This is true, but it's true to some extent for every major.
 
@rob Well, I'm not sure when it'll be too late to decide
I know even less what I want to go into. Preferably something payable and with a good amount of jobs, but also requiring me to use my brain...
 
rob
@SirCumference You're a freshman. Do things that you enjoy. Do them well and make connections. Ask your connections for advice that's tailored to their experience and your experience.
5
 
user116211
I have seen many people changing their fields after their Bachelors; so it's not a problem @SirC.
 
user116211
Even people of physics go to maths after their graduation or vice versa.
 
rob
Consider the number of people who get undergrad degrees in history and literature, then leave those fields.
 
4:57 AM
@SirCumference and give your mind a break, drop the future for a while
 
rob
You'll be just as prepared for a general "job market" as those folks are.
 
user116211
However, for money, see if there are some good per time jobs @sirC in your vicinity.
 
rob
@MAFIA36790 Starting graduate school is a good time to switch fields, yes
 
All right, thanks.
@rob I'll keep that advice in mind
 
user116211
Check your university; generally they have many small posts for such needy students @SirC.
 

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