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12:08 AM
I need someone to check something for me
If you take the Sun, which has a polytropic index of 3, and you know its mass, radius and density, what's the pressure as given by $P = K \rho^{(n+1)/n}$
 
user218912
you need to know $K$
 
Yes
I'm asking someone here to calculate it for me, so I know whether I got it right or not
 
user218912
what's the formula for $K$ again?
 
@ACuriousMind ...and yet Fourier transforming with regulators is done all the time, notably in the real analysis proofs that the Fourier integral converges.
 
12:21 AM
@DanielSank, looking at this question, what does it mean to "dress" a qubit? I looked around on the google but couldn't find anything.
 
user218912
@SirCumference I think you have to find $K$ through experiment.
 
@heather That's a stupid bit of jargon. When people talk about "dressed" things (usually in quantum mechanics), they're talking about coupling that thing to something else.
So, if I connect a qubit to a resonator, I can say I "dressed" the qubit.
Now, usually you'll see the phrase "dressed states". That has a very specific meaning.
You see, a quantum object has certain states which have the nice property that they sort of don't change as time goes on. Those states also have definite values of energy.
 
@ACuriousMind Norm topology?
 
They are called "energy eigenstates" (so much jargon, I know).
When you couple the qubit to something else, the energy eigenstates change. The new ones are called "dressed states".
I'm so sorry that physicists make up so much dumb jargon. I really am.
 
user218912
jargon is important.
 
12:24 AM
@DanielSank, let me guess: eigenstates because an eigenvector doesn't move off of it's span, and they don't move off their energy "span"?
 
@heather o_O
You know linear algebra?
 
And I mean, the jargon is pretty cool: it means I can sound like a complete nerd in front of my friends. =)
And about linear algebra:
 
@DanielSank she knows more than me
 
Sort of, I taught myself some of it recently so I knew what in the universe all these papers and videos were talking about. Don't ask me to explain vector spaces, but I can multiply matrices (barely).
@0celo7, I sincerely doubt that's true.
 
user218912
hmm 0celo7 can explain vector spaces but doesn't know how to multiply matrices apparently.
 
user218912
12:26 AM
so you're equal.
 
@bl00 No, it's calculated
 
Sorry, but another question: what is the advantage/point to connecting a qubit to something else? (Coupling it)
 
@DanielSank Uh, but there we lift the "regulator" in the end. We don't make the Fourier transform converge by regulating it, we prove it converges by that method.
 
@heather You're a precocious little bugger, aren't you?
 
@DanielSank, uh...googling precocious
oh. um.
"little bugger"? =)
first time I've heard that one
 
12:27 AM
@heather Remember our previous conversation about how a computer works?
 
mfw heather is 7 feet tall
 
@DanielSank, yes
 
The memory elements have to interact somehow in order for information processing to happen.
 
@0celo7, and no, more like barely 5 ft
@DanielSank, right
 
aww
you're probably taller than my sister
 
12:28 AM
Well ok, do the bits in a computer's memory interact directly?
 
Hmm, no? I don't think
(not completely sure)
 
They do not. Remember, they both go into the input of the logic gate.
 
Oh, yeah, right
 
Those gates are in the CPU.
 
central processing unit
 
12:31 AM
@heather Yes.
Anyway, the point is, some times you want a third element to do the processing of information contained in two bits.
 
Ok
 
user218912
@SirCumference where is the formula for it?
 
user218912
it's not in the pdf you linked
 
(In a normal computer, this is true all the time. Memory bits never directly interact).
 
She definitely knows more about computers than I do
 
user218912
12:32 AM
I remember seeing a formula for it.
 
@DanielSank, but sometimes in a quantum computer qubits interact...like when transmitting information through each other...? (that's the reason why the 1D laser system isn't efficient, right? Or am I mixing things up now?) And then entanglement, right?
 
@ACuriousMind Did you even look at my final solution? It's ok if you didn't, just wondering.
I think my $\epsilon$-nbhd proof is really nice.
 
@0celo7 Didn't look at it, busy with other stuff
 
@ACuriousMind If you ever want to see it, let me know. I'm tweaking it.
 
@heather Well, many quantum computer designs do use direct interaction between qubits.
You asked why anyone would want to connect a qubit to something else so I was just giving reasons you might want to do that.
Also, @heather, one of the hardest things in quantum computing is measuring the qubits' states. You definitely need to connect the qubits to something else in order to measure them!
(That's my expertise, by the way, state measurement)
 
12:40 AM
I guess I never thought of a logic gate as connecting a qubit to something else. So then would putting a qubit through a logic gate be considered "dressing" a qubit? Or measuring a qubit would be dressing a qubit?
 
Well, remember, that logic gate has to be built of some physical thing!
So of course the bits are interacting with something else.
 
Yeah =)
I've read about measuring qubits being the hardest part. It makes sense - how do you get the hidden information out, while only being able to read zero or one.
 
Now, in quantum computing, it's often the case that we don't need an actual physical element to do logic. We use the physical interaction between qubits to get logical operations.
This is not always the case, but it often is.
 
Huh. I guess this goes back to using quantum mechanical effects to do computing, right?
Quantum computers are able to use those effects, so they don't always have to use gates that are separate from the qubits.
@DanielSank, and I guess the other thing I'm wondering is, why would an electromagnetic field make a difference in "the longevity of a usable signal-to-noise ratio of the qubit"? Would it have to do with sort of keeping the qubits in place, like with the laser system?
 
12:59 AM
@heather It's not a quantum thing. You can make classical computers where the bits interact directly too. We just don't usually do it that way for engineering reasons.
 
Oh, I see.
 
@heather I lost you there. Where's that quote from? The question you linked?
 
@DanielSank, yeah. Sorry, should've mentioned that.
The quote's from the question I linked earlier, here
 
@heather Ah.
Just ignore it.
 
Oh, okay.
 
1:02 AM
The OP there is saying stuff that's not right.
They're confused.
...and a quick glance at the paper they're referring to suggests to me that the result in the paper is rather technical.
 
Oh, okay. Thanks so much! Every time I talk to you you clear up so many things I misunderstood. =)
 
@heather :D
 
=D
 
@heather When people say things like that, it's one of the happiest feelings.
When I was in college I gave a two-part lesson in our undergrad journal club on the Fourier transform. In the journal club, we had feedback forms to help each other get better at presenting. The feedback I got from the Fourier transform thing was like "Made everything seem so much simpler". I was so happy that I still have those little slips of paper from more than ten years ago.
 
Wow!
You must have explained it really well!
 
1:22 AM
@DanielSank I want an undergrad journal club :(
I want to explain balls to some one
 
@heather I wrote a 40 page document >.<
I was obsessed.
 
2:12 AM
Can someone look at my question here? I've received six answers but none of them satisfactory:
3
Q: How do we prove that the angular velocity vector is equal to a limit involving the rotation vector?

Keshav SrinivasanThe angular velocity vector of a rigid body is defined as $\vec{\omega}=\frac{\vec{r}\times\vec{v}}{|\vec{r}|^2}$. But I'd like to show that that's equivalent to how most people intuitively think of angular velocity. Euler's theorem of rotation states that any rigid body motion with one point f...

 
user228700
Hi everyone :-)
 
user228700
Anybody knows geometry? I'm figuring out circlres and could use some help getting my head around "imaginary circles"...
 
@Kaumudi I know some geometry sometimes
 
2:40 AM
@Kaumudi Yeah, I know geometry. What's your question?
 
user116211
Welcome in the h bar @KeshavSrinivasan.
 
user116211
@KeshavSrinivasan The bounty is still active. So, you have to wait.
 
2:59 AM
@MAFIA36790 Yeah, I'm just posting it in chat so more people see it.
 
user116211
sure.
 
@MAFIA36790 So do you have any thoughts on it?
 
user116211
No.
 
@MAFIA36790 Do you at least understand the question? I'm getting the impression that a lot of people are misunderstanding it.
 
user116211
My main suggestion would be to explicitly mention why the answers have failed to answer your question; what they lack in your question body.
 
3:04 AM
@MAFIA36790 OK
 
rob
3:43 AM
@Kaumudi Do you mean the unit circle in the complex plane?
 
@rob no, she means a circle in $\Bbb C^2$ or something
it's weird
 
user116211
Got the first typo in Hoffman.
 
rob
@0celo7 I don't remember that notation ... is that the set of functions with a well-behaved second derivative?
@0celo7 Or ordered pairs of complex numbers?
 
@rob $\Bbb C^2$ is to $\Bbb C$ as $\Bbb R^2$ is to $\Bbb R$
@rob yes
 
user116211
-2
A: Confusion about P=VI and V=IR

user133402thanks your answer are not nice https://socratic.org/questions/if-we-double-both-the-current-and-voltage-in-a-circuit-while-keeping-its-resista visit this website

 
user116211
3:50 AM
I want to flag it as spam.
 
user116211
nonsense.
 
user116211
@rob, What flag should I use? not an answer or spam?
 
user116211
Maybe shouldn't flag, just downvote.
 
user228700
@rob No, I mean a circle with an imaginary radius o.O
 
user218912
@MAFIA36790 lol that's clearly spam, should flag.
 
user116211
4:01 AM
I have removed the part your answer not nice
 
user228700
5:02 AM
@JohnRennie: Morning! :-)
 
Morning :-)
 
should I go to sleep?
ok fine I will
bye
 
user116211
@0celo7 o/
 
user228700
Sir (u know who u are :-P), are u familiar w/ the term pseudo rotation?
 
user116211
Hmm, the Uncertainty Principle is way more general than the Fourier conjugacy.
 
user116211
5:09 AM
I think I will jot down something on this.
 
user116211
@yuggib o/
 
\o
 
user228700
Anybody familiar with the term pseudorotation?
 
user228700
(With regard to Chemistry)
 
@Kaumudi Yes, sort of ...
 
user228700
5:19 AM
My textbook has written
 
user218912
HI
 
user228700
"The equatorial bond lengths and axial bond kengths are different. But NMR studies suggest that all five atoms in $PF_5$ are equivalent because of pseudo rotations"
 
user228700
@bl00: Hello :-)
 
user228700
What do they mean by this..?
 
user228700
For reference, $PF_5$:
 
user228700
5:23 AM
 
Pseudorotation is when atoms in the molecule swap places. In this case it means the axial fluorines can exchange with the equatorial ones.
If this happens fast enough all the fluorines experience an average environment that is a mixture of axial and equatorial.
 
user228700
When u say "environment", do u mean repulsions from bond pairs/lone pairs and all?
 
For NMR to see all the fluorine atoms as equal means the swapping must take place at a rate faster than the frequencies used in NMR.
@Kaumudi environment means everything. If two atoms are swapping places quickly enough you can't tell the difference between them.
 
user228700
OK...I think I understand.
 
user228700
May I ask u a question about bond angles and bond lengths and things like that..? (ie. Are u familiar with these topics..?)
 
5:30 AM
Yes of course.
 
user228700
Okay. Again, my textbook says:
 
user228700
 
user228700
What do they mean by "The bridging I-Cl bonds are appreciably longer suggesting delocalized bonding rather than simple hydrogen bridges formed by coordinate bonds"
 
By coordinate bonds I'd guess they means the sort of bonds formed in complexes like transition metal complexes. Are you familiar with these?
 
user228700
5:36 AM
Yep! Those types of bonds in which a single atom contributes both electrons to a bond b/w the two atoms.
 
OK so I think a coordinate bond would mean you has a $Cl_2$ molecule in the middle, and it was forming a complex with two $ICl_2$ molecules.
That sort of bond would be rather weak and rather long.
 
user228700
@JohnRennie $Cl_2$ molecule..?
 
Yes. Chlorine exists in nature as $Cl_2$ molecules. These might form coordinate bonds with $ICl_2$ ligands.
 
user228700
OK, what is delocalized bonding? (Given in that same sentence)
 
I think that just means a standard bond where there are electrons in a molecular orbital that includes two (or more) atoms.
The point is whether $I_2Cl_6$ is a true molecule or just a complex.
 
user228700
5:44 AM
OK, I still don't get it :/
 
user228700
(On the whole)
 
user228700
I'll think about it some more...
 
user228700
And also, are u familiar with Bent's rule?
 
Well in steam the water molecules can form dimers $(H_2O)_2$, but these aren't real molecules, just two separate molecules held together by hydrogen bonds.
 
user228700
OK..?
 
5:47 AM
The question is whether $I_2Cl_6$ is a real molecule or just two $ICl_3$ molecules held together by something like a hydrogen bond.
 
user228700
Ah, OK..?
 
In the water dimer the hydrogen bonds are longer and weaker than standard chemical bonds, so it's obvious this is just a dimer.
So the question is are the $ICl$ bonds in $I_2Cl_6$ unusually long and weak.
 
user228700
But my textbook has said the bonds are longer!
 
user228700
Which means they shouldn't be delocalized bonds, no?
 
Yes, but the bonds aren't that long. The book is saying they are short enough that they could be real bonds.
i.e. they are short enough that it looks as if there is real overlap between the atoms involved.
Well, that's my interpretation anyway.
 
user228700
5:50 AM
But, but... appreciably longer?
 
Well, OK, how much longer would they have to be before we'd say they aren't chemical bonds? And I don't know.
I think the book is making the point that the answer isn't clear cut.
They're longer than you'd expect an ICl bond to be but shorter than a coordination bond.
 
user228700
I don't know either. Ur interpretation is remarkably clear...I'm just wondering why the word appreciably was used there so I can make a note of exactly what they mean when they use this word.
 
user228700
@JohnRennie OK...
 
Hmm, yes, appreciably isn't a precisely defined scientific term :-)
 
user228700
Anyway, OK, I'll ask what Orthocresol thinks about this particular word being used when he(/she) comes around.
 
user228700
5:54 AM
Are u familiar with Bent's rule?
 
Never heard of it, but I might know it by a different name. let me have a quick Google.
 
user228700
Oh! OK...
 
Hmm, OK. This all sounds suspiciously like waffle to me. Hybridisation doesn't really exist - it's just a useful simplification - and Bent's rule seems like it's pushing the idea of hybridisation a bit far.
 
user228700
:-P OK. Never mind then. Orthocresol seems to have an opinion regarding this so I'll ask him(/her) when h/she comes around...I've already asked, actually :-P
 
user228700
Thanks so much :-)
 
5:58 AM
Remember that $sp^3$ hybridisation is a way we can describe the orbitals ina tetrahedral symmetry.
So if the symmetry is a distorted tetrahedron the $sp^3$ idea won't apply. We'll end up with some distorted version of it.
If i understand Wikipedia correctly Bent's rule is giving us guidelines as to how the hybridisation is changed by the distorted symmetry.
 
user228700
Something like that...for when substitutions are made with more electronegative/electro positive atoms...
 
Yes. remember that this idea is based on constructing molecular orbitals from combinations of atomic orbitals.
So, take a bit of $s$ and a bit of $p$, add them together and you get something that looks like a molecular orbital.
But this is only an approximation. Molecular orbitals aren't combinations of atomic orbitals.
 
user228700
Yes, OK...
 
user228700
6:15 AM
Thank you :-)
 
user116211
@JohnRennie Holy hell!
 
user116211
That's insanely the greatest truth.
 
user116211
LCAO is just a method to approximate MO.
 
user116211
Most introductory books forget to mention this very truth.
 
user116211
We need more orbitals than AOs to accurately predict MOs.
 
user228700
6:55 AM
@MAFIA36790 Yes, most do, including NCERT :/
 
user228700
The hell is Holy Hell BTW? (:-P)
 
A hell that is full of holes?
 
user228700
Haha, this reminds of Fred's (or possibly George's) joke after his ear got cut off while flying to The Burrow from the Dursley's place at the beginning of the Deathly Hallows; he says "Ha. I feel saint-like 'cause now I'm holey"
 
7:32 AM
@DanielSank because it's about operators and Hilbert spaces that occur in the context of quantum theory specifically. And as I said, this is one of those cases where the line between advanced theoretical physics and math becomes blurry. I probably would not make the analogous argument for a question about, say, Newtonian mechanics.
 
user228700
7:44 AM
@JohnRennie: Quick question. Back bonding is definitely not the same as a dative $\pi$ bond, correct?
 
7:56 AM
@Kaumudi I'm not sure what back bonding is ...
Gosh I'd forgotten what a vague subject chemistry is. Assuming I understand Wikipedia correctly then no back bonding and dative bonding are not the same.
Snigger :-)
 
user228700
8:56 AM
OK, thank you :-)
 
user228700
Don't you worry sir! I will keep on reminding u how irritating Chemistry can get and you are welcome! (:-P I'm just kidding)
 
9:12 AM
Backbonding is when electrons fill in the $\pi*$ antibonding orbital of a group known as a pi acceptor. This bonding is usually found in metal complexes as the metal d electrons fill in the vacent pi* antiorbitals of the ligands and is responsible for stablisation of the metal-ligand bonds of these complexes by spreading out the negative charge density from the metal centre of low oxidation state metal ions
 
9:30 AM
@heather @MAFIA36790 please have a second look here.
 
9:51 AM
hey guys .its Vidyanshu Mishra here.I just want to all of you look at my question physics.stackexchange.com/questions/286964/… as i have edited it.I want this question to be reopened for the following reasons:
 
0
Q: How are these two questions duplicates?

Emilio PisantyI recently saw that this question has been closed as a duplicate, and I couldn't disagree more, but for some reason it has passed review with a Leave Closed outcome. The currently-closed question asks, in essence, Could someone [...] explain why the reflections [between two opposite mirrors...

 
1.i have edited it properly and have differentiated it from other question
2.How many time we see a question on physics SE which get around 50 upvotes and 1.5k views in 2 hours.
3.The knowledge associated with this question will not spread ( as after seeing a question as duplicate,people ignore it).
 
@THELONEWOLF. The duplicate question specifically asks: Would it be improper to drop the units of measurement of 0m like this in an academic paper? and this seems exactly the same question you are asking.
 
@THELONEWOLF. your question was already reviewed for reopening, and the reviewers concluded that the edit did not differentiate it from the other question
 
still working,do not want to let such a great question RIP.
the question of which my question is said of being duplicate ,deals completely with dimensions as it ask about dimensions of 0m and ask o consider it in meaning of 5m+3kg
 
user116211
10:08 AM
Done!
 
user116211
0
A: Heisenberg's Uncertainty Principle

MAFIA36790Lagrange and Poisson brackets: A step back to the Classical realms. Consider two variables $q_i, p_i$ given as a function of two parameters $u,v\,.$ The the Lagrange bracket is given by $$[~u,\, v~] ~= ~ \sum_{i~=~1}^n \left(\frac{\partial q_i}{\partial u}\frac{\partial p_i}{\partial v}- \frac{\...

 
@MAFIA36790 was it for me??
 
$$[~u,\, v~] ~= ~ \sum_{i~=~1}^n \left(\frac{\partial q_i}{\partial u}\frac{\partial p_i}{\partial v}- \frac{\partial q_i}{\partial v}\frac{\partial p_i}{\partial u}\right)\,.\tag{I}$$

u,v should be q,p? inside the [,]?
nvm, misread
 
user116211
@Secret no?
 
user116211
WTH!
 
user116211
10:12 AM
The answer which should be upvoted is downvoted.
 
@MAFIA36790 I misread the lagrange bracket's convention, since I am used to see stuff being operated on to appear inside the operator
 
user116211
And the answer which is presumably not giving the correct picture is having +5.
 
user116211
flippiefanus is correct.
 
user116211
Don't know why he was downvoted.
 
user116211
Uncertainty principle is due to commutativity of operators.
 
user116211
10:15 AM
And not just fourier conjugacy of position and momentum.
 
user116211
It's a general result.
 
user116211
I need some coffee after spending an hour on writing it.
 
@MAFIA36790 That's a perfectly fine answer
Or, well, I think it's not the clearest answer, but the approach is correct, at least. You can certainly justify HUP using waves.
 
user116211
@DavidZ yes.
 
user116211
But as I said, it is not giving the whole picture.
 
10:23 AM
Yeah, and that's okay.
Answers do not, in general, get upvoted for giving the whole picture, nor downvoted for failing to do so.
Now, I have to imagine the question is a duplicate of something, but that's another matter entirely.
 
user116211
@DavidZ Well, there are many posts on Uncertainty Principle here. You need to dig deep ;P
 
@MAFIA36790 Your answer could use a bit more motivation for what you're doing between the definitions. After the first screen width, the average reader will be like "Huh, the question asks about the uncertainty principle, why is this answer telling me about Lagrange brackets?", and to be honest I don't see why you went into so much detail there (I've seen this odd "Lagrange bracket" like...once before, I think, and I don't get what it adds to the answer).
@DavidZ searching for it, but only coming up with related posts, no clear duplicate - the HUP is so confusing to many people that they tend to ask their questions in very different manners, even if the answers may be the same ;)
 
user116211
I thought it would act as a fine start to Poisson bracket which is more relevant here. But I agree with you.
 
user116211
Anyways, back to my studies after a warm shower T__T
 
Yeah... I wish there were a canonical question to address this
 
10:29 AM
0
Q: What should be considered Smallest charge

THE LONE WOLF.Today my friend asked me that what is the smallest magnitude of charge a body can have. I thought it in two different ways: 1.since electron is a fundamental particle and it is said to have a charge of magnitude 1.6 x 10^-19 which is greater than 0. 2.If we consider a neutral body such as a cup o...

@THELONEWOLF. presumably this is related to your previous question, since the answer comes down to whether 0C (C for Coulombs) is a dimensionful quantity.
 
user228700
Here is a sort of mathematical poem that I'm unable to make sense of:
 
1
A: Heisenberg's Uncertainty Principle

kpvYes, it is due to the wave nature as mentioned "that it arises in quantum mechanics simply due to the matter wave nature of all quantum objects" on https://en.wikipedia.org/wiki/Uncertainty_principle. It makes sense that for us, the observers, uncertainty is natural at quantum levels. However, s...

Is that an answer?
 
user228700
 
It just quotes a half-sentence from the Wiki article and then goes off the rails to say the author doesn't believe in the uncertainty principle
 
In geometry, Descartes' theorem states that for every four kissing, or mutually tangent, circles, the radii of the circles satisfy a certain quadratic equation. By solving this equation, one can construct a fourth circle tangent to three given, mutually tangent circles. The theorem is named after René Descartes, who stated it in 1643. == History == Geometrical problems involving tangent circles have been pondered for millennia. In ancient Greece of the third century BC, Apollonius of Perga devoted an entire book to the topic. René Descartes discussed the problem briefly in 1643, in a letter to...
 
user228700
10:44 AM
Ik, Ik, I checked that.
 
"kissing" refers to, you know, mutually tangency
"bend" revers to curvature
 
user228700
Curvature?
 
yes, which is 1/radius
so zero curvature = straight line
 
user228700
OK. I wasn't able to understand what "bend"=curvature is. Thanks!
 
"The bend is just the inverse of/The distance from the centre."
 
10:50 AM
john,exactly,when i told my friend about success of the question "should zero be followed by units and told him the answer,he asked me that question and specificaly he was asking that is 0c possible.I got u.
 
@ACuriousMind It counts as an answer for purposes of deciding whether to delete it, or (to a non-mod) for purposes of deciding whether to flag it as NAA.
i.e. I'd say the proper response is to downvote, but it's not deserving of moderator action.
 
0
Q: Is there a safe way to contact other users privately?

flippiefanusA short while ago I've received a request from another user to connect via facebook. Well, apart from the fact that I'm not very active on facebook, I'd definitely not like to provide any contact details on this site. That said, I was wondering whether there is some mechanism on this site whereby...

 
It will need 8 more downvotes to nullify the rep that the user already got from it. Imagine the second paragraph wasn't there (it doesn't actually address the question). Is "Yes, it's due to the wave nature, see Wikipedia" really more than a link-only answer, which we would delete?
 
Yes, that is more than a link-only answer.
 
I am beginning to see why most of my declined flags always were the NAA/VLQ flags ;)
 
11:00 AM
Indeed ;-)
If this answer were literally just "Yes, it's due to the wave nature, see Wikipedia", it's pretty much the least helpful answer you could write (which makes it a prime candidate for downvoting), but it is still an answer.
 
Sigh, I guess you're technically right
 
That's one of those things where, if 20k users were to vote to delete it, I wouldn't complain, but it's not really a case for using mod powers.
12 messages moved from Physics moderation
 
11:23 AM
@ACuriousMind @rob Congratulations.
 
@DHMO A bit late, but thanks anyway ;)
 
Hello
 
user116211
Hallo!
 
user116211
What happened to your Devil's Poison?
 
Still fermenting
I'll take it out at the end of the month
See how it got
probably not well
I'll do a second batch soon, for better results
 
user116211
11:33 AM
Good! Just need to open a brewery now.
 
user116211
And you will be millionaire.
 
I'm not sure selling it would be very profitable
 
user116211
Then you can buy an island and do GR peacefully.
 
I buy the apples at the supermarket, that's already a pretty hefty price
 
user116211
;/
 
11:34 AM
Clearly, you also need to become an apple farmer
 
I have no orchard!
 
Hmm...yeah, that might be a problem
 
user116211
11:58 AM
So, that kpv's answer got +1 and all other including mine got downvote. hmm.
 
@MAFIA36790, what question?
(was your answer on)
 
user116211
4
Q: Heisenberg's Uncertainty Principle

jyotishraj thoudamI have heard various definitions of the uncertainty principle. Yet I cannot quite comprehend how it is true. Nevertheless, something tells me, it is a consequence of the wave nature of light/electron which gives the intrinsic nature of uncertainty even if we don't measure it. Is it true that th...

 
Wow, nice answer! Who would've downvoted that?!
 
user116211
Hmm.
 
user116211
Might be my post is too long.
 
user116211
12:00 PM
hi @balarka.
 
user116211
@heather But the thing that kpv's answer got an upvote stings me more than the downvote.
 
@MAFIA36790, why? (And, as an aside, yours isn't much longer than the highest upvoted answer.)
 
user116211
Because apart from the first statement, everything is his own speculations.
 
Interestingly, kpv's is also the shortest and least in depth answer.
Probably one person just came through and did it, though.
 
user116211
12:06 PM
Maybe ;/
 
user116211
12:42 PM
Okay, someone is downvoting me spontaneously :(
 
user116211
WTH is this downvoted:
 
user116211
-1
A: What is induced emf?

MAFIA36790It is noteworthy to mention an excerpt from Purcell: The electromotive force was earlier defined as the work per unit charge involved in moving a charge around a circuit containing a voltaic cell. We now broaden the definition of emf to include any influence that causes charge to circulate a...

 
user116211
;/
 
user116211
WoW!
 
user116211
And now this:
 
user116211
12:44 PM
3
A: Are electric fields produced by static electric charges different from those produced by time-varying magnetic fields?

MAFIA36790$$\begin{array}{|c|c|} \hline\textrm{True in Statics} &\textrm{True in General}\\ \hline \mathbf F ~= \dfrac1{4\pi\varepsilon_o}~ \dfrac{q_1q_2}{r^2}~\mathbf{\hat r} & \mathbf F= q(\mathbf E+ \mathbf v\times \mathbf B)\\ \hline \nabla \cdot \mathbf E = \dfrac{\rho}{\varepsilon_0} & \nabla \cdot...

 
@Slereah Are you man enough to drink that stuff?
You might get like
 
user116211
@0celo7 He will.
 
some disease
 
user116211
Also, what proof?
 
@MAFIA36790 because he's an addict
@MAFIA36790 Hmm?
 
What?
Have you been drinking?
 
user116211
You commented on my post, didn't you?
 
Uh, no?
@yuggib Have you heard of strong differentiability before?
 
user116211
@0celo7 O.o
 
@0celo7 yes
 
12:55 PM
@0celo7 Stop trolling.
 
@yuggib From where?
 
it is usually associated with strong operator topology
 
user116211
 
:P
 
user116211
You can't troll me.
 
12:55 PM
@0celo7 I'll give it a taste if there's no mold
 
maybe it was another 0celo7
 
Also, stop flagging things. What is asking MAFIA whether he has been drinking if you purposefully deleted your comment yourself if not trolling?
 
@0celo7 e.g. the operator map $t\mapsto e^{-itA}$ is strongly differentiable on $D(A)$ for any self-adjoint $A$
 
@yuggib Ok that might explain why he talked about it
He being my analysis prof
Do you have a reference?
 
well, not an explicit reference but you can check any book on functional analysis with physics in mind
e.g. Yosida's book, or Kato's book "perturbation theory for linear operators"
or also Reed-Simon's first volume
 

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