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in The Factory Floor, 7 hours ago, by Bellerophon
@Secret What if it was just a process that converted heat into light with nearly 100% efficiency?
Hmm, that got me thinking:
Does there exists a form of visible light that is not work?
as in, can there be a process which upconverts a lot of infrared with a small number of microstates into visible light with a large number of microstates such that the 2nd law still holds?
Hmmm.... I need to revise the entropy production in nonlinear optical phenomenon...
Another possibility I can think of is polarised infrared coherent light converts into a narrow bandwidth of unpolarised light of a certain colour range
any ideas?
01:07
Is there a situation where the total number of molecular degrees of freedom is not enough to surpass the total number of electromagnetic degrees of freedom such that the resulting frequencies of electromagnetic radiation are of the energy in the visible range and bound in a compact set?
 
3 hours later…
04:24
if I pluck a guitar string, is the frequency of the vibration the fundamental frequency of that string?
yes, thats what a simple strike gives
hmm, I'm supposed to design a physics experiment for a class I'm doing and one suggestion was to do an experiment with a musical instrument.
It's supposed to determine how the fundamental frequency changes as the effective length of the string changes
isn't it just trivial, like with different frets I can measure the frequency of vibration?
trying to decide if this would be a good experiment to carry out
@PrathyushPoduval if you've got a spare second could you check the last step of the procedure of the experiment and tell me why they calculate the speed of the wave? I don't see how it's relevant to the fundamental frequency
@Kane alright wait a min
@Kane Thats the method of verifying your law. Since the theory says that $\lambda \nu$ is $v$, you're substituiting the values and verifing
04:44
Oh ok, i thought the point of the experiment was to determine frequencies. but it seems to me they are measuring frequencies to determine the wave speed of each string in the end
 
3 hours later…
07:29
@Blue Hi! I wanted to ask if Etoos VOD feature becomes active instantly after payment. Please reply, thanks.
07:45
The physicists are quiet today it seems
08:05
Hello Physics.SE! Can anybody explain me the answer to this question? The author says that something is hidden in the question. But I don't really get it
Anonymous
@SwapnilDas Yes
11:28
Well.... I got it. Thanks!
 
1 hour later…
12:54
Oh my god
15 lectures in Russian with English subtitles teaching from Landau vol 4 from someone whose name is recognizable
Best thing on the internet without a doubt
He is doing all the scary things from that book
@0celo7 I'm trying to transition to differential geometry
@BalarkaSen Just be for a sec, does studying DG require visualising higher Ds,or is this just another internet nonsense?
@SwapnilDas yes, only some people possess this ability
Visualizing higher derivatives? Well, I don't understand what you mean by that. They are not hard to make geometric meaning of.
@bolbteppa Do you?
13:04
haha don't be silly nobody can visualize higher dimensions
@BalarkaSen Higher Dimensions.
Oh.
Eh, "visualization" is a vague term.
@bolbteppa Btw are you trained in mathematical physics?
@BalarkaSen seems to be :P
But anyhow I don't see what this has to do with differential geometry. You can do surface geometry, with just surfaces in the 3 dimensional space.
That doesn't require understanding of any higher dimensions whatsoever
@SwapnilDas maybe, have you tried to study differential geometry
13:07
And is already sufficiently complicated.
Dimensions are usually not a geometric obstacle. They are a topological obstacle.
@bolbteppa Lol no I'm in grade 11.
I heard people who study GR know Differential Geometry
@SwapnilDas do you know what $\mathbf{A} = \mathbf{A}(x,y) = A^1(x,y) \mathbf{e}_1(x,y) + A^2(x,y) \mathbf{e}_2(x,y)$ means?
I donno what exactly this script means
Ok, if you study calculus and multivariable calculus then differential geometry will seem natural
I see.
13:11
Not entirely true...
Are you a physicist?
You made reference to Landau that's why.
@BalarkaSen what are colleges missing/doing wrong when they teach DG after calculus and multivariable calculus?
@bolbteppa Nothing, that is how it should be taught.
@bolbteppa @BalarkaSen Do you guys have a math ceiling?
I was objecting to the idea that differential geometry on the whole is an immediate, or a natural, idea if you know multivariable calculus. The latter is crucial to understanding differential geometry, but does not elucidate many interesting and complicated ideas involved in geometry
It's easy to pass off geometry as calculus... but computations do not elaborate ideas, which are inherently not computational
Indeed, the first page of Gromov's exposition starts by rejecting the small-scale/infinitisimal geometry, i.e., where all the calculus is.
13:17
@BalarkaSen Gromov is insane
(The real reason is that geometry makes sense on the large-scale much widely, on spaces where the tangent space makes no sense)
@0celo7 old knowledge :p
@BalarkaSen Gromov is not 'rejecting' infinitesimal geometry, he is just using the Curvature tensor as a starting point to go looking for analogues of convexity, this is nothing but applying a single variable calculus idea to more general scenarios, literally making my point for me, why make differential geometry seem complicated and other-worldly when it literally began using multivariable calculus
@bolbteppa It seems you didn't read the first page carefully.
I would say the same thing to you
He's isn't using the curvature tensor as a starting point to go looking for analogues for convexity. This is what happens to people who read wikipedia all day.
He gave convexity as an example to show two definitions, one using calculus and one without.
Read again.
13:28
Wonder what being Gromov’s PhD student is like
Meetings are just smoking a large bowl of crack
probably accurate
user228700
Hello, everyone :-) How's your Sunday going?
user228700
@BalarkaSen How's it going?
@JohnRennie would you believe me that my desktop keeps rebooting without input from me. Is this some Windows update bullshit?
I'm not not there to reboot it but it's been rebooted at least twice
No one is in my room and no one knows the password
user228700
13:31
GHOSTS
@BalarkaSen No, he showed how second derivatives satisfying condition X leads to the geometric concept of convexity, & the curvature (in terms of 2nd derivatives) has it's, in his words, "full geometric meaning remains obscure", he is looking to use the curvature to define "several significant classes of manifolds" which allow us to work directly with concepts that arise the way convexity arose from second derivatives, which "can be studied in the spirit of the old-fashioned synthetic geometry"
@Kaumudi.H Not bad. I spent all my morning on chemistry. But I am complementing the harm done with some math now
@JohnRennie running defender full scan
@BalarkaSen what is that wikipedia comment even supposed to mean
user228700
@BalarkaSen A productive day, then, cool! :-) How's Chem. coming along?
13:32
@bolbteppa he means that you've shown no critical thought or knowledge that cannot be gained from a cursory browsing of wikipedia
@0celo7 I was hoping he would admit that's what he was ridiculously trying to say not you
He's too nice to admit it
'I found a complicated advanced differential geometry paper I don't understand, and I want to use it to say differential geometry is harder than people think, and wont accept people saying the idea of differential geometry is an obvious extension of basic calculus as the inventors 200+ years ago showed because this paper!'
Everyone, please be nice to each other. Focus disagreements on the matter at hand, not on personal attacks.
@ACuriousMind Shit, if what I said is a personal attack then you've personally attacked vzn plenty of times
2
13:37
That wikipedia thing is just so out of nowhere, so un-called for
user228700
@Balarka: Hello?
I agree with 0celo7's interpretation of what I said. But I have better things to do than to debunk bolbteppa's wikipedia-thoughts; I will continue this rather amusingly wrong-headed discussion on a later date.
@Kaumudi.H Chem's pretty good!
I am not super comfortable with it but it's quite alright
Yeah it's really hard to dispute me when I directly quote Gromov's own paper yet you keep saying I am giving wikipedia thoughts, this is farce level
@0celo7 Knowing the people involved here, I felt it best to remind everyone before we reach the level of animosity where I'd have to actually do something.
Enough for survival
user228700
13:39
Cool! Still O.C?
@ACuriousMind what is that supposed to mean?
@ACuriousMind also please see my windows doubt above
@0celo7 That y'all are a bunch of hotheads :P
@ACuriousMind you have no basis for that claim
I'm the most calm person I know
@0celo7 Windows updates typically will force a restart after some time
@Kaumudi.H Yep
13:40
@ACuriousMind Well I've been gone a month, is that enough time?
@0celo7 Uh..."some time" is more on the order of hours or days after the update
@ACuriousMind ah, well
thx
gotta continue packing
What exactly is happening - you didn't use your PC for a month, and now after the first reboot it has restarted a couple of times?
@bolbteppa You are quoting him, but your comic digests between the quotes are flawed.
Pretty common wikipedia-symptoms, I assure you.
That could indeed be the updates, but you should see some sort of notification that tells you to reboot in X minutes or else it will restart on its own.
13:42
@ACuriousMind I temviewered into the PC and I could tell it had been restarted since anyone last used it
which has been several weeks
anyone being me -- I don't think there's any way anyone else used it
Ah, yes, then it's perfectly possible it was an automatic restart after an update
Or some hacker is remote-controlling your PC to nefarious ends, it's 50/50
how do I rule out the second
user228700
@BalarkaSen Wow, nice!
@BalarkaSen Yeah my post was something like "one can define using the curvature several significant classes of manifolds" :) :) :) ?#@@ :p "these can be studied in the spirit of the old-fashioned synthetic geometry" ??? @ :( :( "interesting phenomenon of convexity" :\ :| ~''' alright
^ unintelligible
13:44
@0celo7 You never can ;) If you're worried, run a thorough scan with whatever anti-virus software you're using.
@ACuriousMind malwarebytes didn't find anything
running a full defender scan which will take some number of hours
@bolbteppa Right, now that that's out of the way: what synthetic geometry (or large scale geometry, as I said previously) means is that you have no tangent space. I.e., there's no infinitisimal calculus in the first place. What Gromov tries to do is to find an interpretation of the curvature tensor in large-scale geometry, because the local definition is not very enlightening.
He brings up the convexity example to illustrate the point that the geometric definition on the right is more interesting than the calculus definition on the left.
Nobody's claiming differential geometry doesn't have it's origin in calculus, of course it does. But the jargon of calculus obscures the bag of ideas that deserves it's own mathematical discipline, called "geometry".
Don't give the other person's counterarguments a superficial look. That does not make your points stronger, just makes you seem obnoxious.
@BalarkaSen so you are trying to say he is going from differential geometry concepts to non-differential, synthetic, concepts - and you are literally using a discussion of differential geometry aimed at discovering non-differential symthetic concepts to try to say differential geometry itself is hard, even by your own logic what you said makes no sense since you're not even talking about DG proper,
@BalarkaSen there is also the additional flaw in what you said in that Gromov is still just mimicking baby calculus ideas, e.g. the convexity example, or the second fundamental form (though I'm sure that can't be derived using only multivariable calculus right), adding on to the flaws in what you said
@BalarkaSen then there is the third huge flaw of why you'd throw something like this at someone who doesn't know differential geometry and is asking basic questions about it, why you'd try to make it seem way more complicated, especially using this non-DG synthetic stuff, makes perfect sense if you want to say 'I'm smart' and all others only know wikipedia level math compared to me however
Who is saying differential geometry is hard? Not being merely limited to calculus does not equate to being hard. What is this bullshit
In fact it's very easy
Geometry is easier than calculus. The fundamental basis of the first subject is pictures, and the fundamental basis of the latter is calculations
You're making awesomely lame points.
geometry is more beautiful, intriguing, exquisite than calculus.
13:57
To illustrate that I'm not trying to sound smart, I have had my fair share of suffering with differential geometry because I don't understand symbolic logic. I understand pictures.
Most textbooks in geometry is more symbolic and analytic (or calculus-based, naively) than pictorial
That's essentially why I brought up the topic, and why I want to read Gromov's paper. It provides a more pictorial point of view, which is more suitable for me
@0celo7 Maybe a update issue.A simillar issue happened to me a few weeks back, right after a windows update. My laptop wouldn't reboot no matter what I did, had to reinstall a clean version of windows
@BalarkaSen pls write my thesis
@0celo7 Is the ADM mass still a scam
14:25
@Slereah I think it is.
@0celo7 Yes, Windows Update will have rebooted your PC when it installed the Meltdown/Spectre fix. That is normal behaviour.
To check run eventvwr.exe, open Windows Logs/System and look for the event type User32. The event will say something like:
The process C:\Windows\system32\MusNotificationUX.exe (RATITCH) has initiated the restart of computer RATITCH on behalf of user RATITCH\renniej for the following reason: Operating System: Service pack (Planned)
14:46
@JohnRennie I never told it to update though
Your computer is becoming sentient.
@JohnRennie what?
I can't dinf windows logs/system
there's no event type
Right click on System and choose Filter Current Log
14:51
ok, then?
Set Event Sources to User32
When you click OK it will only show the User32 events, and that makes it easier to find what you want.
ah, it did restart on the 5th
is that when the patch was pushed?
ok thanks mr. computer hacker
15:12
The relativistic quantum theory of a single particle is quite bothering me
There's many problems that should be there but I can't be sure since I have no idea what the BRST Hilbert space is like
@Slereah a bunch of KG wave functions no?
It's complicated
Because you get all the old problems of RQM if you do it naively
But I don't know how BRST quantization solves it, if it does
I have seen the term BRST many times but don't actually know what it is, just knowing it's probably related to quantization and may be interesting.
BRST quantization is quantization of constrained systems
Like gauge theory and such
Because if you quantize those normally, you get a lot of states that should describe the same state
15:19
Careful tho
There are spooky ghosts
I do suspect that the whole negative energy solution thing is taken care of by BRST, since I think those are related by a symmetry?
since it's part of the reparametrizations that switch the time orientation
I'm not sure how it works with Malament's theorem though
If the Hilbert space is close to just $L^2(\Bbb R^n)$ that should go against it for any state of compact support
Hmm, the BRST operator is the Klein-Gordon operator, so physical states satisfy $Q |\psi> = (\partial^2 - m^2)|\psi > = 0$, i.e. negative energy solutions unavoidable no? There's no difference from what you get in the Dirac method of quantization for a point particle
Well there's that Thing you can do IIRC
Where you define the Hamiltonian differently on the positive energy and negative energy sector of the Hilbert space
I don't know if that happens though
But I think positive energy states and negative energy states are the same under reparametrization
Under a reparametrization that does $t \to -t$
hence they might just get identified in the final Hilbert space?
I dunno
I don't see any of this in the 'brst point particle' section of the string books I've skimmed anyway
That's interesting about the reparametrization
There aren't a lot of really detailed things on the topic
This is probably the most detailed account of the theory
Maybe I should write the dude once I learn BRST quantization
15:38
Did you check his other paper
I did
It's basically a shorter version of his thesis
Wait, even though positive and negative time may be equivalent under a reparametrization, it's the energy $\varepsilon^2 = \pm \sqrt{p^2+m^2}$ that leads to anti-particles
Well I don't care so much about the energy as I care about the inner product
I don't mind the energy being negative, I mind the probability being negative
But I need to learn BRST properly to be sure about what all of this means
I never seen the point particle quantization until string theory so I may be confused on this, if you blindly just applied Dirac quantization to the relativistic point particle action you'd end up with the Klein-Gordon equation
Well you do see point particle quantization a lot in like
15:45
The Physics SE was made before Area 51 right? How did they decide back then what stackexchange sites should be set up?
Historical quantum stuff
But the big issue is that the inner product can lead to negative probabilities
Also there's the Malament theorem on more recent issues for it
The wavefunction obeys the Klein Gordon equation fine, but some states have negative probabilities
It's kind of amazing first quantization of a relativistic point particle leads to the second quantization of a spin 0 particle
Well not really
Since the Hilbert space isn't the same at all
although you can do QFT with point particles
but then it's complicated
@Slereah that's what he says happens here though:
@BalarkaSen LoL isn't that bad
15:54
What's 'not really' about it?
Just /muteall
and have a fun time
@bolbteppa Well I mean there's a leap you have to do in between
@Slereah I guess when he applies the constraint as a differential operator to a wave function
The difference between the two is that in RQM it's a wavefunction
While in QFT it's an operator
No in RQM it can be an operator, in Non-Rel QM it can be an operator if you want it to be
On page 8 he re-interprets the results he gets via Dirac's method using BRST, just a couple of sentences, need to think about it more
16:07
could be I suppose
There's so much QFT stuff out there
So much basic qft stuff we all should know, e.g. renormalization, brst, qcd, ... that's impossible
So much stuff just to understand the basics of string theory
nevermind superstring theory...
really I don't even know all I need to know about classical mechanics
They say you never really learn a subject until you teach a course on it so I guess/hope it's okay to keep forgetting basic stuff :p
16:13
Well you know, most students aren't that into asking questions even then :p
vzn
vzn
@0celo7 thx very much for vote of confidence, admire your own top record for "contrarianism" ~71x last count :) o_O :P physics.meta.stackexchange.com/questions/10193/…
@Kane nice find, really like this general site idea & have been looking for something like it a long time, although wish there was more college level stuff, and a discussion forum. open/ tabletop experimental science lives! weakly! :) sciencebuddies.org
vzn
vzn
16:34
@Secret kind of a (vague) zenlike question and therefore unanswerable. however! did remind me of this recent experiment in the news that claims "reverse time" and to see heat flow from cold to hot. all kinds of weird findings like that lately pushing conceptual boundaries of QM it seems!
I'm just waiting for the day that the silly idea of "quantum mechanics" is discarded and we can move forward and model things as they truly are: oobleck fields
@vzn 71 times, that's truly impressive.
I wonder who does hold the record
16:56
different chat room
vzn
vzn
@Phase guess you are joking but googling that leads to a fluid dynamics wikipedia pg.
A non-Newtonian fluid is a fluid that does not follow Newton's Law of Viscosity. Most commonly, the viscosity (the measure of a fluid's ability to resist gradual deformation by shear or tensile stresses) of non-Newtonian fluids is dependent on shear rate or shear rate history. Some non-Newtonian fluids with shear-independent viscosity, however, still exhibit normal stress-differences or other non-Newtonian behavior. Many salt solutions and molten polymers are non-Newtonian fluids, as are many commonly found substances such as ketchup, custard, toothpaste, starch suspensions, maizena, honey, paint...
well oobleck is a non newtonian fluid
It's cornstarch and water iirc
can someone help with an answer to this question?
https://physics.stackexchange.com/questions/378501/closed-packing-and-dislocation-in-metals
vzn
vzn
now wonders if spacetime fluid could be modelled as nonnewtonian fluid :P
17:18
I don't think anyone really did spacetime as a fluid
Might have worked for Einstein-what's his name gravity
with the scalar field
but with a tensor field I don't think that's doable
although of course you have the spacetime simulations with fluids
I don't know what kind of fluids they use
17:44
"Because we have a grading and a derivation we can consider the cohomology of this complex, called BRST cohomology"
Not cohomologies again ;w;
I keep forgetting the basic logic of this: consider the decay of one particle into any number of particles, if $w_{fi} = |S_{fi}|^2/T = (2\pi)^4 \delta^4(P_f - P_i) |T_{fi}|^2 V$ is the transition probability per unit time for one particle $|i>$ to decay into $|f>$, why multiply $w_{fi}$ by $\Pi_a \frac{V d^3 p_a}{(2 \pi)^3}$ to say $dw = (2\pi)^4 \delta^4(P_f - P_i) |T_{fi}|^2 V \Pi_a \frac{V d^3 p_a}{(2 \pi)^3}$ is the probability for decaying?
@bolbteppa are you also the dude asking for this on ##physics :p
Yeah, it's driving me nuts
Seems like a general thing about continuous distributions
i.e. $w_{fi}$ makes no sense
18:00
Didn't mean to even do that
If the states were discrete it would make sense
Continuous probability distributions, need to multiply by $dx$ volume elements all the time, zero at any one point etc... it just seems disgusting
haha
vzn
vzn
18:13
@Slereah yeah have been looking into that lately, was surprised, new angle for me, found some major connections of fluid dynamics to cosmology (thx semiclassical!), saving up links for next blog on that. btw did you ever look at tenev/ horstemeyer paper?
I did not
@bolbteppa It's not a transition probability, it's a transition probability density. If $f(x)$ is a probability density then what you need to integrate to get actual probability is $\mathrm{d}P = f(x)\mathrm{d}x$. The $2\pi$ are just annoying factors from some Fourier transforms.
0
Q: Looking for PDF

dgwpI am looking for a PDF file of a physics document for my research which used to be freely available online on the author's website, but the website no longer seems to be working and there are no contact details for the author (as he has retired). Is there a suitable place on here to ask if anyone...

@ACuriousMind $|i>$ is your initial state, $S|i>$ is the evolution of $|i>$, and $<f|S|i>$ is the amplitude of $|i>$ evolving into $|f>$, with $|<f|S|i>|^2$ being the 'probability' to evolve from $|i>$ into $|f>$, why is it a density exactly - because the momenta are continuous?
vzn
vzn
@bolbteppa hey it would be interesting to hear more on this, wonder if there is a ref that focuses on explaining as much of DG as possible from multidimensional calculus pov...? seems like an excellent topic for a speaker session eh? whaddya say? :) physics.meta.stackexchange.com/questions/7783/…
18:23
@bolbteppa Basically, yes - the momentum states are not actual states, actual states are wavepackets like $\lvert \psi \rangle = \int f(p)\lvert p\rangle \mathrm{d}p$. So when you compute the probability amplitude for an actual state, you get $\langle \psi_1 \vert \psi_2\rangle = \int f_1(p) f_2(q) \langle q \vert S \vert p\rangle \mathrm{d}^3 q \mathrm{d}^3 p$.
Where $\mathrm{d}A = \langle q \vert S \vert p\rangle \mathrm{d}^3 p \mathrm{d}^3 p$ is the "infinitesimal amplitude" you get from attaching the right differentials to the density $\langle q\vert S \vert p\rangle$.
@vzn if you mean DG proper then you have Schaums amazon.com/Schaums-Outline-Differential-Geometry/dp/0070379858 and Kreyszig amazon.com/Differential-Geometry-Dover-Books-Mathematics/dp/… and Forsyth archive.org/details/lecturesondiffer00forsuoft if you mean DG with a focus on tensors for GR then Dirac does it in about 15 pages amazon.com/General-Theory-Relativity-M-Dirac/dp/069101146X
basically by treating $4$ space as embedded in higher dimensional space, or you can read this amazon.com/Vector-Tensor-Analysis-Applications-Mathematics/dp/… and do what Dirac does using vector fields including their basis vectors to make things far simpler
@ACuriousMind have you got a reference doing it that way?
vzn
vzn
18:41
@bolbteppa thx! have schaum outline on QM, like it. amazon.com/Schaums-Outline-Quantum-Mechanics-Outlines/dp/… plz keep spkr session in mind, am sure others could benefit from your insight into these & other areas :)
@bolbteppa Doing what what way?
That certain "amplitudes" are actually densities when "states" of continuous variables are involved is everywhere in QM, just consider that the wavefunction $\langle \psi \vert x \rangle$ is a density too.
Yeah no nevermind, that makes sense
Very cool, very obvious point I should have seen
18:59
@ACuriousMind Can I ask you something, please?
@eromod Sure
@ACuriousMind Do electrons have infinite energy? I heard they are like waves sometimes, do the waves slow down eventually or non-stop,infinite?
No, nothing has infinite energy
so if I left an electron in vacuum for a billion years, eventually it would slow down?
all by itself
What do you mean by "slow down"? If you put it in a vacuum without anything to interact with, it will remain in the exact same state as you put it in.
19:06
Oh so waves dont need energy to exist?
19:28
"Because Q is Hermitian and its square is zero but Q itself is nonzero, this means the vector space of all states prior to the cohomological reduction has an indefinite norm! This means it is not a Hilbert space."
Hm
I guess that would explain it
vzn
vzn
@eromod sounds like concept of "particle decay". there are some more "exotic" theories of particle decay that suspect eg particles thought indefinitely stable like protons may have a decay but "probably not observable/ detectable"... ie much longer than age of universe etc...
@ACuriousMind My heart is a vacuum
rip rip
we have a sadboi here
@BalarkaSen Yes
I'm a sad boi
I'm on level 5 sadness right now
It's the level where you sit on the corner of your room on the floor in fetal position reading tarski
That's actually really heart wrenching
19:42
Level 6 is where I typeset analysis problems listening to death grips
As the kids say nowadays, "Cool story bro"
(That's where that exercise list came from)
Some of the problems there are p dope
@BalarkaSen You might enjoy this science4all.org/article/homotopy-type-theory
I know right? I really like that list
It can train you both in the hand-wavy part with those shitty limits and derivatives
and the conceptual part with some of the integrals and the proofs
@0celo7 If I double major in maths is it the ultimate proof that U.S. higher education is entirely broken and is now meaningless?
Given that I can't even do division
19:48
@BernardoMeurer Nice article!!
I have to read this in full
It's really dope, I stopped halfway through
These two are in line too
@Avantgarde My headphones are lost but interesting visuals
@Bernardo damn dawg you're really going down the logic rabbithole aren't you
@BalarkaSen You missed the best part then :(
@eromod You seem to misunderstand what energy. Waves carry energy. Moving particle carry energy. Neither consumes or loses energy without interaction.
@BalarkaSen Yeah, I quite like this stuff tbh
I had a blast reading Tarski
I want to get Lemmon but I don't have $$
19:53
Living on the surface of a planet messes up peoples intuition for physics because frictional forces are ubiquitous.
So you come to an understand that things tend to "slow down" if left to themselves when what they really do is slow down relative things they are rubbing against.
When life gives you Lemmon, you have no $$ to buy it
But you have posited something that is rubbing against nothing.
Lol
Actually it's Mates I really want
Damn the definition for the type of integers is really involved
This is beautiful
The next section is where the fun is at!
Fuck my metabolism is too good
I’m falling asleep on 3 cups of coffee and a monster
20:01
Don't toot your own horn. It's rude.
on a capacitor connected to a battery, how can one plate indicate charge to the other plate while there is an insulator in between?
@BalarkaSen I need some cocaine. Please help
@BernardoMeurer Is it useful for computer science students too?
the book i mean
@BernardoMeurer Rebecca is getting a math degree that’s a complete joke
good for Rebecca
20:04
@parvin Who are you? And not really
@0celo7 Lol, mean, but true
@BalarkaSen That article is the shit :)
I'm done reading. Good article.
does any one know about capacitor?!
on a capacitor connected to a battery, how can one plate indicate charge to the other plate while there is an insulator in between?
Proofs = paths, proofs between proofs = homotopy of paths, Voevodsky = good man, rest in peace
Lol
@parvin Look, to solve any electronics problem just lick the circuit. if you die, the solution doesn't matter, if you don't, you're not studying interesting circuits
Brilliant
20:17
@BalarkaSen Only you appeciate my art
20:46
@Slereah is BRST quantization used in loop quantum gravity, which is a gauge theory?
Probably???
21:07
Yo
21:22
@BernardoMeurer wut?!
21:54
@JohnRennie @KyleKanos The OP of physics.stackexchange.com/questions/378401/… seems to be serious about getting to the conceptual heart and has made a serious effort to edit to that effect. Care to take another look?
22:44
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Q: Purpose of homework tag?

XcoderXRecently I saw many homework posts rejected. I don’t think I’ve ever seen a decently upvoted homework question. Why is this so? Perhaps it is better to remove the homework tag altogether?

23:21
@BernardoMeurer I’ve always been a big fan of the suicide solution for everything

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