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3:22 PM
@SideshowBob I am both a quantum mechanic and a programmer. You can find my email in my profile page.
 
vzn
@DanielSank thx for effort will look it over, am behind filesharing firewall at moment. :( ... while lots of interest feel like there is also already too much criticism of the informal prj & ppl putting words in my mouth, my instinct is to do less when criticized rather than more aka "double down". think that avoiding criticism will be impossible esp as prj gets "larger". think the current ad has its flaws but is acceptable to start, dont want to see current effort wasted, still not at 6v. :|
 
@vzn Filesharing firewall? This is a google docs document. You can view it in your browser. Did you even click on the link?
@vzn I do not understand why you think criticism is so bad.
> "The instinct is to do less when criticised..."
Um, ok @vzn, so let me explain something to you: that is a terrible attitude.
 
vzn
@DanielSank am not against the criticism, just do not feel it all requires immediate action. am taking all feedback into acct. plz do not criticize my demonstrably proactive attitude.
 
People wouldn't bother to criticize unless they think the idea is worth their time to criticize.
@vzn Oh, really? And what of my effort to enumerate the possible strategies for the AMA?
 
3:26 PM
Above diagram showed how I understood the cheap renewable energy resulting in over subsidy of the government issue
https://www.newscientist.com/article/2088303-why-cheap-green-energy-could-derail-the-renewable-revolution/
 
Or how about the community ad I drafted, and which you used?
Not proactive?
 
vzn
@DanielSank have been on SE a long time now close to ~½ decade. see how things go around here. want to focus on something achievable/ short term not pie-in-the-sky.
 
PARAPHASE
So if there are so many solar cells producing energy in surpass of demand, the threshold before people think electricity is expensive drops, thus it becomes harder to sell.
Therefore governments have to pay these investors an extra amount of money in order for them to maintain profit (hence not a free market)
this could be a serious economic problem that can bring the renewable revolution to a halt
as this put pressure to the government and they have to cut the subsideries.
Therefore in order to maintain profit when subsideries drop, the installation of solar panals have to contin
 
vzn
@DanielSank let me get to your writeup tonite or so. others are free to react too ofc.
 
@vzn Oh! so you can access it?
 
vzn
3:28 PM
@DanielSank not yet as stated due to limitations of internet connection. tonite.
 
@vzn Did you try to click on it?
It's in the star list.
 
The analogy of this with thermodynamics:
The reservoir is always dropping, yet the demand in the general sense (demand for work in the heat engine, the need to press down the cost of solar cells further for the block diagram that showed the interaction in the market) keeps on rising

Eventually both systems will reach a point where the demand cannot be satisfied anymore and they will halt and no more desirable products (profit for the block diagram, work for the heat engine)
 
@vzn That doesn't answer my question.
And it's four years old.
 
block diagram thinking cause me to draw a lot of analogy between economics, finance and thermodynamics, and the money acts like heat in some sense
 
vzn
3:32 PM
@DanielSank have you heard of a proxy/ firewall?
 
@vzn Yes.
 
user116211
@vzn: are you having problem opening that?
 
vzn
5 mins ago, by vzn
@DanielSank not yet as stated due to limitations of internet connection. tonite.
 
user116211
@vzn okay... my speed now 1mbps.... opened within a sec ;/
 
By the way, @vzn, so far your proactivism has consisted mostly of complaining in the chat room and posting the community ad that I drew. Your statements that you're being all proactive and everyone else is not is absurd.
I hope you will reconsider you communication style.
What you are doing recently is not effective.
 
vzn
3:35 PM
@DanielSank DS, this is not gonna be pulled off by everyone criticizing each other & turning on each other :(
 
@vzn Criticism is not "turning on each other".
 
vzn
@DanielSank sigh
 
I'm sorry that you have such a negative opinion of criticism.
 
vzn
@DanielSank just dont feel like dealing with every item immediately ok? otherwise it will never happen. we are all volunteers, this is getting very timeconsuming :(
 
@MAFIA36790 The problem, according to @vzn, is that his network blocks google drive.
> otherwise it will never happen
False.
@vzn Very time consuming? What have you spent time on?
You used my drawing to post an ad. That's it.
 
3:38 PM
http://www.sciencedirect.com/science/article/pii/S0360544212001934
Ok it appears there exists such thing, thermoeconomics, but it is not considered as mainstream for economics people
 
I will say there is something to be said for just doing stuff - if you wait for plans to fully come together, you can be waiting a long time. That being said, planning does help improve the chance of success.
In any case, this interview/AMA/whatever is up to you all to organize. All I'm saying is that, when it comes time to happen, you can ask a mod to advertise it in the site sidebar and/or create a chat event.
 
@Slereah lol...that user is persistent with their werewolves, here's another question about them.
 
what does a bijection onto a set actually do to the set? Say $\tau: \omega \to \omega$ where $\omega = \{1,2,...,n\}$ lets say $\tau(1) = 3$ does that mean $\tau$ replaces the 3 with a 1 and vice versa if $\tau(3) = 1$?
 
@Obliv ...what?
 
user116211
@ACuriousMind Did OP delete it?
 
3:46 PM
What do you mean "what does it do"?
It's a function.
 
user116211
Hmm.
 
i'm reading that the symmetric group $S_{\Omega}$ is a set of the permutations of the set $\Omega$ and I just want to be clear what that means.
 
0
Q: Can a balloon in fly without tearing change its surface topology?

Anomalies Study GroupIt is very well known that an inflated balloon in fly without tearing will not change its surface topology, the elastic deformations in its surface will be like "smooth transformations" in its surface hence its surface topology will remain constant. Then if an observed object in fly have Variabl...

Woo woo, loony alert!
 
okay @acuri so it just replaces the set with the bijection's image?
if that is the right way to use those terms
 
@Obliv I don't know what that means.
A "permutation" is just the name we give to the bijections of sets to themselves.
If you want to visualize it, you can view a permutation as "reordering" or "switching" the elements.
 
3:49 PM
@Obliv $\tau (1)=3$ means $\tau$ maps 1 to 3. Since it is bijective, it means there exists $\tau^{-1}$ that can reverse it. Since $\tau$ is an element of the symmetric group $S_{\Omega}$, its inverses are also in $S_{\Omega}$
 
ok nvm i get it
 
:29866923 What? a "permutation of a set" is just another name for a "bijection of a set onto itself". You just asked if a bijection of a set onto itself leads to a bijection of a set onto itself...
 
i know
 
yes, there are multiple elements in $S_{\Omega}$ that reorder the elements in the set $\omega$

e.g. (123), (12), (23), (321), (13), $1_{S_{3}}$ are elements of $S_{3}$
 
okay makes sense @secret
so each permutation of $\Omega$ is written as a set? The elements of the group $S_n$ are sets, then? @secret
 
3:56 PM
@Obliv No
They are written as what we call cycles
 
oh i see. like 2 paragraphs below they label them as cycles. going to keep reading then. ty @secret & @acuri
 
The elements of permutation are like maps from one element to another. They can be cyclic like 1 -> 2, 2->3, 3 -> 1, or some of these can map back to themselves e.g. (12) means 1->2, 2->1 and 3->3
 
The elements of a set with n elements are written $\{1,2,\dots,n\}$ in this notation, and the permutation denoted by the cycle $(2 4 6)$ does $2\mapsto 4,4\mapsto 6, 6 \mapsto 2$ and is the identity on all other elements.
@Obliv ...finishing the introductory section before running off and asking questions is always a wise move :P
 
@ Acuriousmind ...speaking about permutations, I actually found a way to visualise them as some kind of digraphs (and showed that it works by using it to reproduce the product of permutations, and also proving the transposition decomposition identity of cycles)

But I will show this later, as despite its robustness, I have not run the test through the more abstract cases yet thus it will only confuse others
 
@DavidZ I think >0 minutes preparation is a good idea.
Did you take a look at the three formats enumerated in that document?
 
4:05 PM
@Acuriousmind Anyway, do you think there exists some kind of analogy between economic systems and thermodynamic systems?

as both involve stuff moving in and stuff moving out a system
 
I seem to recall that people do in fact model economies as thermodynamics systems.
Beyond that, I have no opinion on the matter
 
@DanielSank I haven't looked. Like I said (or at least meant to say), I'm mostly staying out of the planning. It's up to vzn and you and whoever to work out the details.
Remember I'm also technically on vacation this week :-P
 
@DavidZ Yes, but the formats I'm considering may or may not be technically possible on SE.
I'll make a meta post.
 
ah, yeah, that's a good way to get feedback on that stuff
 
4:26 PM
*Brain temporary shut down, currently reading it to see if it is sensible or exaggerated or crank*
http://www.sciencedirect.com/science/article/pii/S0262407916309046
(and yes, for some reason, newscientist has a sciencedirect page)
comments
1. I don't buy the argument that free will is an axiom, it seemed grossly unjustified
2. Chaos is deterministic
3. I don't understand the argument of the non physical existence of real numbers. what about complex numbers, then?
4. His notion of flowing time requires the copenhagen interpretation of quantum mechanics
5. If free will is what decide what the system to collapse into under the copenhagen interpretation, then how do all the collapses induced by all the free will of all observers in general come together to provide a unified, determinstic looking reality that we all perce
(P.S. Brain shut down because I am a massive fan of flowing time and free will)
The comments do showcase how I often have to deal with my pet theories produced from my anticipation of things I like, and the result is the more I want something to be true, the harsher my attitude to it in trying to shot it down
 
Hm
A while back I saw on PSE some comment about how you could perform renormalization with surreal numbers
I think I get why
You can define generalized functions as functions to generalized numbers, which are a subset of surreal numbers
So that you could compensate divergences by having physical constants being surreal numbers that way
 
4:42 PM
but will these surreal constant have any physical meaning?
 
Those are "bare" constants
They are not measurable
 
ok
 
I wonder if there's a formal QFT theory with that
 
@0celo7 http://www.maplesoft.com/products/maple/new_features/maple2016/Physics.pdf
Maple currently has the largest database of EFE solutions (971). If it can be obtained by academic license in your insitution, you might consider doing experiments with it
 
Gee if you want EFEs just get Stephani :p
 
4:49 PM
I have been to conferences of Mathematica and Matlab so far, cannot wait to join Maple's
slereah do you use any math computing software recently?
 
If I have to I just use Mathematica
I have a little notebook to do GR with it
 
I see. On that note, you can also use the Atlas 2 add-on to do differential geometry wth mathematica
 
@innisfree Ad is an interesting idea, though I'd still need a place to take feedback on the physics. If that's not appropriate on main Q&A where do you suggest the discussion takes place?
 
5:11 PM
@0celo7 right, but we were all sad to see you banned and we are all happy you came back. The same cannot be said of other recent bannees.
 
@DanielSank Something we're done with really disruptive users in the past is aggressively delete comment threads where they've been talking physics and insist that they put such ideas in a post where they can be subject to both up and down votes.
 
Apparently renormalization via surreal number is not a very popular topic
 
That's generally been for people pushing non-standard personal theories which is not the case here.
Would you be happier with a chance to vote on (or ignore) his commentary such that it is put into context with other (presumed) answers?
 
This paper references Anaxagoras and Zeno but does not put their papers in the bibliography
How gauche
 
@Slereah It's because they're behind Hadrian's Pay Wall.
 
5:37 PM
Wrong era :p
 
I know. But sometimes you have to muddle the historical context for the sake of the joke.
2
 
5:50 PM
@Slereah Pink Floyd's The Wall?
 
I don't know any famous wall in ancient greece
 
Probably
 
All cities had walls in ancient Greece to stop them being attacked and looted. See you might think the moderation is harsh on the PSE but at least they don't slaughter you and take your womanfolk as slaves.
 
Hello!
 
6:01 PM
Having a wall isn't the same as having a famous wall
my flat has walls
 
I can't think of any famous ancient greek walls. If ancient Hebrew would do you could have the walls of Jericho.
 
Nosediving midway through a conversation, but can't resist. "Walls of Jericho" might mean something else to some people:
 
Really, the phrase The Walls of Jericho makes you think of American wrestlers? I don't know, the education the young get these days ... :-)
 
Hahaha ...
 
6:18 PM
still better than David Hasselhoff at the Berlin Wall (1989)
 
:: Googles ::
 
Don't hassle the Hoff, @Loong
 
@Slereah Do you have a screenshot? (it is deleted now.)
 
6:22 PM
it was something about quantum mechanics and werewolves
 
THAT'S WHY I AM BEGGING FOR A SCREENSHOT!
@Loong Thanks.
 
@ACuriousMind Oh wow, that's fantastic.
 
@ACuriousMind Thanks a ton.
 
@ACuriousMind Is the search bar working for you? Mine isn't
 
6:26 PM
@BernardMeurer I'm not sure which one you mean, but all that I can see are working fine.
 
@ACuriousMind I mean the chat search function. Could you search for "ext" and get the phone number 3075 sent me a while ago? I don't want to have to explore my email to find it :v
 
Searching for "ext" gives no results.
 
god dammit
 
why don't you ask me? xD
 
6:28 PM
Something is wrong with that search bar
 
@3075 Lol, because you weren't here
 
It gives no results for every search term I try
 
What's the extension of waterloo? 33106?
@ACuriousMind Exactly
 
It worked fine like an hour ago
 
@BernardMeurer you would have to call the same person you e-mailed.
519-888-4567, ext. 36243
 
6:30 PM
@3075 I found it in my notes book already :p
 
@BernardMeurer No, call 519-888-4567, ext. 33106
 
@3075 Yeah I did email that girl at science@uwaterloo.ca but that email is kaput
@3075 Yeah, that's the one
 
@BernardMeurer what do you mean?
 
@3075 Remember that link you sent me to one Diana Kim for me to email yesterday?
 
@BernardMeurer yeah.
 
6:32 PM
@3075 The email on that page is broken, doesn't work. So i emailed her at diana.kim@uwaterloo.ca
 
@BernardMeurer what do you mean? I used the same e-mail last week.
do you mean the link is broken?
 
@3075 I got one of those email failed to send responses O.o
> Delivery to the following recipient failed permanently:

science@waterloo.ca

Technical details of permanent failure:
Google tried to deliver your message, but it was rejected by the server for the recipient domain waterloo.ca by mail.waterloo.ca. [199.212.48.51].
 
it's uwaterloo.ca dammit.
 
@BernardMeurer u...
 
@3075 Ah, lol
That makes sense
Well I'll send it again then, she should have gotten it through the other one maybe
 
6:36 PM
@BernardMeurer send it again. xD
 
@3075 Just did hahaha
Dude calling waterloo is such a pain they have so many robots that sound just like people
 
also e-mail: myapplication@uwaterloo.ca
 
@ACuriousMind How are you on ultrafilters and whatnot
 
@Slereah I know they exist, and we keep a respectful distance
 
Unfortunate
I am wondering if you could do QFT somewhat simply with like
Fields as operator valued generalized functions
And coupling constants as surreal numbers
Or something
 
6:38 PM
Alright I got a human
 
Generalized numbers, technically, I suppose
Notr sure the exact link between generalized numbers and surreal numbers
 
@BernardMeurer you should also call diana kim with the number I sent you and see what she can do for you.
 
"An ultrafilter on a poset P is a maximal filter on P."
But then
What is a filter
 
@3075 Alright, will do
Since my scholarship is foobar Waterloo is my only salvation
 
"For every x, y in F, there is some element z in F such that z ≤ x and z ≤ y. (F is a filter base, or downward directed)
For every x in F and y in P, x ≤ y implies that y is in F. (F is an upper set, or upward closed)"
 
6:41 PM
@BernardMeurer beg.
 
Sooo... $(a, +\infty)$ is a filter?
"The principal filter for p is just given by the set $\{x \in P\ |\ p \leq x\}$ "
 
@3075 Will
 
what did the human say?
 
I suppose so
 
@3075 The transferred me to the maths application master
talking to him now
 
6:47 PM
why math?
you need science dude.
oh for compsci
k
 
What's a filter on R that isn't just $[a, +\infty)$
 
@3075 They'll call me, by today or tomorrow
got it settled
apparently someone goofed with my documents
that was the issue
 
@BernardMeurer for the final decision?
 
@3075 yeah. He said he can't promise me it'll change but they'll look into it
 
@BernardMeurer ok gl.
now call for physics.
 
6:56 PM
@3075 my physics app isn't showing on quest yet
 
oh right
hmmm
well by the time you get your decision it should be there.
 
I think I gotta wait until it shows there
 
yeah.
 
Wow what a rollercoaster
 
good luck.
 
7:00 PM
@3075 Thanks man
The uwaterloo people are super helpful though, it's amazing
 
Oh wait
Hyperreals are an ultrafilter on N
 
@Slereah What's a hyperreal?
Why do science people like to put hyper and super and ultra on everything?
 
Non-archimedean extension of the reals
 
7:20 PM
@Slereah what are archimedean numbers?
 
$X$ is an archimedean set if $\forall x \in X \exists n \in \Bbb N, \ x \leq 1 + 1 + 1 + ... $ (n times)
 
@Slereah I think I got that, "for all x in X there is an n in N such that x <= 1+1+1+1...
 
yes, that is what it means
 
but wait, won't that sum always yield $n$?
 
$1$ isn't an integer here
It's a member of $X$
Basically it means you can have infinite numbers
Or infinitesimal numbers, if you switch the inequality
 
7:27 PM
Hmm, I think I get that
but how can a number be non-archimedean then?
 
Just construct that number set to reflect it
 
Which set? $X$?
 
Yes
Define $X$ and its ordering relation such that it is true
For instance, the field of Laurent series with real coefficient is non-Archimedean
The set of series $\sum_{n\in \Bbb Z} k_n t^n$
 
We're going to fall into an unbounded recursion I'm afraid
what's $k$ and $t$ there?
 
k is some real constant
$t$ is a variable
You need to define some specific order relation on it, though
 
7:58 PM
@dmckee That's an interesting idea. Is it working?
 
@JohnRennie I'm not back.
@Slereah dunno if you knew but Duff is gone for a few weeks
Wonder what he did to get banned from the main site
 
Hurray
Oh, main site too?
 
I think so yeah
 
Maybe he didn't do anything
Maybe he just kept being Duffield
 
@DanielSank Depends what you mean by "working". It prevents them from using Physics as a platform to push their snake oil. Usually they get angry and go away, but I don't think that is a desirable outcome in this case. Nor do I think that is the emost likely outcome.
 
8:01 PM
Mod abuse?
 
And the dam broke
 
Yeah I buy that
But the mods love Duffield
 
@0celo7 you're back dude.
 
So that doesn't add up
@3075 Nah
 
@0celo7 make another room dawg i'm pretty sure at least 5 of us will join you
 
8:06 PM
@Obliv yeah.
 
And you can talk about GR all you want without mod abuse
@ACuriousMind The best part about that is the QM tag; question made my day..
 
8:37 PM
Hi guys! Any ideas of this question? physics.stackexchange.com/questions/257792/… It is about gauge theories
 
@FrancescoS I'm not sure why there is an additional $\partial_\mu\pi(x)$ term in your transformation of $A'$.
Are you transforming both the $\pi(x)$ and the $A$ in $A' = A+\mathrm{d}\pi$? That's not how it works.
After the gauge transformation, $A'$ is still a gauge field, the $\mathrm{d}\pi$ term doesn't know that it once belonged to another field, $A'$ still transforms as $A$, if you insist on using the gauge symmetry
I worry more why you want to do this "inverse" transformation
The point of the transformation (that lets the gauge field "eat" the Goldstone) is that you have fixed a gauge in which the gauge field is no longer a gauge field but a massive vector field, but in which the Goldstone field has disappeared (into the third d.o.f. of the vector field).
I do not see any use case for "unfixing" a gauge.
 
@ACuriousMind why $\partial\pi$ doesn't know that it transforms like the $\pi$? I don't see the point. I understood the wrong thing was the derivative piece…
The point it that: If I have the lagrangian in the unitary gauge and i want to restore the coupling with the goldstone bosons, I should just undo the transformation. You told that in the unitary gauge the gauge field is no longer a gauge field, but a massive vector field. Why? So, does not it transform under gauge transformation?
 
8:54 PM
@FrancescoS In the transformation $A\mapsto A' = A+\mathrm{d}\alpha$, setting $\alpha=\pi$ does not somehow magically endow the $\alpha$ with the transformation behaviour of $\pi$. You are choosing an $\alpha$ that is as a function at every point equal to $\pi$, but this does not mean that $\alpha$ transforms like $\pi$ afterward.
 
@ACuriousMind oh… I see…
 
@FrancescoS It's massive in the effective theory you get when you expand the Higgs field around its VEV - you'll see mass terms for the $A'$ emerge rather straightforwardly". If you don't expand the Higgs, you keep gauge invariance, but then you have no reason for choosing the unitary gauge to begin with.
 
@ACuriousMind But, when you use the Equivalence theorem you need to restore the couplings with the goldstone bosons. During the lectures, my professor used to undo the gauge transformation in order to restore the couplings with the goldston bosons… but if you tell me that the $\pi(x)$ now is a function and not a field… why do you can use it to compute s-matrix elements?
 
@FrancescoS What's the "Equivalence theorem"? And yes, you can undo the gauge transformation (since your extra $\partial_\mu$ field is not there), I just don't see the point.
And there is no difference between a function and a field, I'm not sure what your issue is.
The $\alpha=\pi$ is, for all purposes, the same as $\pi$, except that it doesn't transform under the $\mathrm{U}(1)$.
 
Ok, maybe because the transformation properties is defined for the higgs doublet and not for the goldston bosons? In the sense… I should not transform the GB but the higgs doublet. It is right?
 
9:04 PM
@FrancescoS Yes, that's another way to see it.
 
@ACuriousMind ok, thank you
@ACuriousMind Should I answer to my own question or do I wait for other answers?
 
@FrancescoS It's completely fine to write your own. But if you'd like to wait for other answers, that's also fine.
 
@ACuriousMind ok, I wait. I will learn something new for sure ;)
 

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