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11:00
@Ethereal to prevent spambots from automatically scanning them possibly as hyperlinks.
@OrangeHarvester oh, I see.
Its an arms race, spambots mature, you have to adapt. (Captcha etc etc)
@OrangeHarvester Yes, I see that everywhere.
Now they have moving captchas.
user19161
Did any of you get many spam emails the past week or so?
I instead like an intelligent personalized question about the site better. For example, what is the color of the tiger that is displayed in the green colored link above?
@JacobBlack no.
user19161
11:04
I have a feeling that some email addresses have been hijacked.
user19161
Because I got a few spams of a similar nature.
user19161
All were from people I know sending out mass emails, and then they said they did not send them.
user19161
So it must be some address hijacking.
Okay. I hope you did not get any from me? Also, be aware of address spoofing.
I think they are from Tumblr.
11:06
I am not on Tumblr. Hahahaha!
I prefer my blogs to stay upright.
Yeah, Tumblr is now just for hosting pics/GIFs.
user19161
I see many lies everywhere. When one lie is told, ten more have to be told to cover it.
user19161
Therefore, do not lie. QED.
@JacobBlack Are you fairly familiar with literature on math logic?
user19161
@OrangeHarvester You want book recommendations?
11:14
@JacobBlack Not just that. A path too. I know squat about the approach I should take. I know very basic set theory and a cursory (not rigorous) knoweldge of ZFC. I do not know how to proceed from there.
@JacobBlack I never lie; I only hide.
user19161
Read Mendelsen's Mathematical Logic.
user19161
Another great choice is Goldrei's Propositional and Predicate Calculus and his Classic Set Theory.
user19161
Look at these three first for all introductory logic/sets.
@JacobBlack Okay.
@Ethereal Lying by omission that is.
user19161
11:16
I think it is OK to speak on books even if you have not read them seriously.
@JacobBlack Yes.
user19161
As long as you know a fair bit about the topic and have looked at the books for quite a while.
user19161
Therefore, I shall continue to give book recommendations in this chat. QED.
Can somebody other than the OP award a bounty to an answer?
11:18
There are too many bad books to leave studying from them to experimentation.
@Ethereal Yes. My only bounty is gotten that way.
@OrangeHarvester How?
I see that "start a bounty" button under the comments of the question.
user19161
@OrangeHarvester Many of the books I like are not the standard recommended ones.
user19161
I recommend them because I have looked at 9000 books for any common topic.
@JacobBlack I see.
@JacobBlack Why do you use only the number 9000 for saying "large amount"?
user19161
11:20
And when I look at a book, I look out for various things, like whether it has this or that important theorem or proof.
@Ethereal $\infty$ is so commonplace.
user19161
@Ethereal Internet meme.
@JacobBlack Really?! Never heard of it.
user19161
For example, I can tell you that Lee's Riemannian Manifolds has the best treatment of Hopf's Umlaufsatz and Gauss-Bonnet Theorem.
user19161
His Topological Manifolds has the best treatment of classification of 1-manifolds and 2-manifolds.
user19161
11:22
His Smooth Manifolds has the best treatment of Stokes and Frobenius' Theorems.
user19161
So guys, my book recommendations are not bullshit.
Guys, I want to award a bounty on an answer.
@Ethereal Yes, that is the correct way. I think there is a time limit before you can start a bounty on the question.
@OrangeHarvester No, answer.
@Ethereal Its the same thing.
The bounty is always given to an answerer
11:37
thx.
@Sanchez You don't hang out much here anymore do you
user19161
@BenjaLim How are your classes?
I think I got a good mark for my algebraic number theory one which just finished @JacobBlack
But everything else has just begun
@JacobBlack And with Fulton I've done like 10 exercises
It's not that hard
user19161
@BenjaLim OK. Milne also has notes on ANT, I am sure you know that.
@JacobBlack yes.
@JacobBlack But my lecturer advised me not to run too fast
12:21
Hi! If $a,b$ are symbols and $G$ is an arbitrary Abelian group, is it possible to say in general to what equal $(aG+bG) / (b-a)G$ ?
:8237566 Jayesh, $a$ and $b$ aren't numbers here :(
Ahaa. I had anyway made a mistake there.
@Nimza If they are members of group $G$, then they can be represented as such because of isomorphism with $\mathbb{Z}_m^{+}$ for some $m$.
If not, I am not sure! ;-)
@OrangeHarvester $a$ and $b$ are simplexes here, I'm computing homology group)
Actually $H_0(\tau^1;G)$
13:19
hi
hows it going
Great, are you feeling better?
yes thanks
user19161
@user58512 Hi!
13:22
hey
user19161
@robjohn Your comment on that guillermo post shows you did the right thing. Also, the deleted post there gave me yet another shock. =)
I have got to do lots of work today
user19161
@user58512 Just apply force in the right direction. W=F.d
@JacobBlack it looks similar, but the sources are different enough to make me wonder.
user19161
@robjohn I am slightly traumatised seeing all these deleted posts. I think I should stop reading them. =)
13:25
Traumatised :\
user19161
Yes, some things affect some people more than others.
@JacobBlack I was looking at mine today. I have about 5% deleted posts. Mostly, my answers were close to already posted ones. A few I noticed were just wrong :-)
2
Don't you think you're being a bit overly dramatic?
user19161
@skullpatrol Maybe, but it affects me more for various reasons.
I respect your reasons pal.
user19161
13:29
No, I don't try to be dramatic, I am just being myself.
I missed a few days because I was ill so I have to use the weekend to catch up
user19161
Let me just give you an example. If a person has been told many lies by someone who abused him for many years, he is more likely to be affected than others by lies in future from different people.
user19161
If a random stranger told him a lie, he is not so affected compared to if a friend told him a lie.
user19161
Hey @skull do you still do weights these days?
he wont clarify his question so its unanswerable
user19161
13:36
@user58512 Haha, don't be too annoyed. =)
@JacobBlack On the internet nobody knows you're a dog.
I wanted to answer it though
user19161
@skullpatrol You are certainly not a dog to me...
@JacobBlack What makes you think I lift weights?
user19161
@skullpatrol I think you mentioned it right?
13:38
@JacobBlack No.
user19161
OK, never mind. I did weights before though.
@JacobBlack For how long?
user19161
@skullpatrol For a couple of years.
@JacobBlack Did you gain any weight?
user19161
@skullpatrol A little bit only, but I definitely looked better.
13:43
@JacobBlack Did you feel better too?
user19161
@skullpatrol Well, I can't compare because there is no sample X and sample Y side by side. =)
@JacobBlack Compared to before you started.
user19161
@skullpatrol Well, maybe a little.
user19161
@skullpatrol I saw that Robusto comment about you being me!
I feel awesome after I exercise.
Before I exercise though, I feel lazy.
13:46
@JacobBlack Nice detective work Sherlock :-D
user19161
@skullpatrol I know more things than you think! =)
@JacobBlack I think more things than you know! =)
user19161
@skullpatrol Yes, like ... =)
@JacobBlack Just a joke.
user19161
13:49
@skullpatrol Well, we all think about ... =)
@JacobBlack True dat ;-)
@OrangeHarvester I think we all feel lazy before exercise because our body doesn't want to work that hard.
@user58512 Took me forever to realize that mess was abelian. :)
lol
I only realized from the labelw
user19161
@peoplepower I was only admiring the picture...
user19161
@user58512 You like to use lol like me, lol.
13:56
@JacobBlack What I don't like is that the order 7 element has a more prominent circle than the order 3 element does. We need three dimensions!
user19161
@peoplepower I saw you commented on Chris sister answer.
user19161
She just answered, bumped the post and that gave me a couple more votes.
user19161
I was wondering where the votes came from.
Tim
Tim
I have some low hang fruits to pick
hah
user19161
14:00
@Tim Haha!
Tim
Tim
@JacobBlack Can you pick them?
user19161
@Tim I am taking a break from this site. Too much has happened on this site.
Tim
Tim
@JacobBlack Then have a nice break
user19161
@Tim Which areas of math are you interested in?
Tim
Tim
@JacobBlack analysis
and others
user19161
14:02
@Tim You prefer real or complex?
he does stochastic stuff
Tim
Tim
I prefer soft not hard, Justin Bieber
I am learning stochastic stuff, not doing
I am a layman
user19161
@Tim Ah, I prefer real but Old John prefers complex!
Tim
Tim
both real and complex are hard to me
too overwheim
too detailed
user19161
The epsilons and deltas can get overwhelming.
14:03
why does a sharp 2-transitive group of size p have a p-cycle?
I have this proof it just says "let x be a p-cycle"
What do people mean by fishing expedition?
user19161
@Khromonkey Context.
@Khromonkey Blind Exploration. Main purpose might be to spend/waste time rather than doing something.
Sanchez asked marino what he thought about a questionand he said he thiught it was a fishing expedition
Oh
That's not to say things cannot come out of it, but they are not obviously visible.
14:09
Well i have to go see u guys later
help :(
@user58512 do you really think I am qualified to help you? You are too far ahead of me.
oh cauchys theorem
if i have an element of order p in a group of order p(p-1) is it a p-cycle?
I was wrong earlier about size p, should be p(p-1)
no it's not, this follows from aspecial lemma
I need to know better about normalizers and centralizers, what should I do?
Read a book on algebra?
group actions in specific
user19161
14:22
@OrangeHarvester Haha, you were not pinged!
given a p-cycle, how many conjugates does it have in S_{p+2}?
I know that the conjugate of (a b c) by pi is (pi(a) pi(b) pi(c))
@JacobBlack I was the only one talking then, and khromonkey went off, so I assumed I was.
@user58512 Equivalently, you can ask how many distinct p-cycles can one form with p+2 symbols.
that's easy!
The conjugacy class of a p-cycle is the set of all p-cycles; I think you will find that easy to show as well.
14:26
(p+2 choose p)/p
I think I got it wrong
(p+2 choose p)/(2p) makes sense because you choose p from p+2, then you have account that a p-cycle could be written in any p turns round, or its inverse
but that gives (p+1)(p+2)/(2^2 p) and the proof says its (p+2)!/(2p)
@user58512 YEAH!
@user58512 You play badminton?
15:17
I want to accept both answers, two people helped me :(
user19161
@user58512 Just upvote both and then choose one. I am sure one is slightly better than the other. =)
15:29
this is good though I am actually getting through the proof, last time I tried none of it meant anything because I had a cold
@JacobBlack, do you search for some answers in mathematics
user19161
@user58512 Meaning do I want to know some answers very badly?
user19161
Not really. I am happy to enjoy whatever math I like, no holy grail.
user19161
There is already so much math that one cannot learn in a lifetime!
15:39
this is so great, math.stackexchange.com/questions/297443/… many different proofs
user19161
@user58512 math.stackexchange.com/questions/249016/… I gave three here to another question. =)
those are all good
user19161
Well, you can try to answer these questions too and get some points. =)
user19161
@user58512 I don't get it.
obama let the meteroite hit russia
15:48
@jacob hiiiii
user19161
@Charlie One i will do.
@JacobBlack do what?
user19161
@Charlie Is that a joke?
user19161
I am not sure, so I ask.
@JacobBlack I'm not understanding...
user19161
15:50
"Will do" is a rather standard expression.
user19161
It means "one i will suffice or be good enough".
@JacobBlack ah I just said Hi
user19161
@Charlie Yes, and I was making a little joke. Sorry, I guess I am too deep...
@JacobBlack your joke was.so deep that I could not find it
user19161
@Charlie Yes, I told you, not many people in this world get me...
15:53
Is @skull around?
@JacobBlack if you try to explain
Skull's comment in the other room is making me laugh until now
user19161
Oh, I won't bother going there, one room is enough.
are you guys familiar with matrix calculus?
i'm looking at the first answer here: math.stackexchange.com/questions/20694/…
@orange tickles tickles tickles
i think he meant product rule rather than chain rule, and i get $d(x^tAx)=d(x^tA)x+x^tAd(x)=Ax+x^tA^t$, which doesn't seem to add up
@JacobBlack What is to be done before? Set theory or predicate logic? Or first set theory, then logic, then set theory again?
16:12
one down!
n-1 to go
What the...
I thought we were writing nonsense, so I wrote the title of the song I was listening. Rita by beatles. :P
Facepalm
16:23
Hello everyone!
Hello!
I am still wondering if one can find the book class field theory by Artin and Tate online. Maybe some one knows how?
@skull
16:41
@awllower you couldn't find it anyhow?
Hey guys, who is familiar with basics of homological topology? I'm not agree with one thing in wiki
@robjohn I "pinged you", or rather commented below one of your answers. Please let me know if you've any objections!
@Charlie:
Yes I endeavored to do so without any success...
@awllower oh.... Some books are very borinf to find
Indeed.
As I cannot even find the book on sale on internet, I cannot recommend to my university.
So bad...
16:53
@Charlie Did you sleep?
@PeterTamaroff a little
@Charlie Good.
ok I have 8 pages of work left to do
user19161
@user58512 To read through you mean?
16:57
yes
user19161
As long as it is not 8 pages of exercises, phew!
user19161
That might take 9000 years.
Hi @jacob
@amWhy Can you help me with algebra?
@amWhy It does look quite similar, but you've just expanded the steps that were collected into a single step. Your answer is better than it used to be, and that is what counts for the site.
17:04
I'm staying up now!
17:21
@robjohn Thanks, robjohn. I don't want to step on toes!
omg I cant be bothered doing all these proofs I just want to eat cake
17:41
@user58512 I just had a couple of scones... does that count?
only to 2
user19161
17:52
@OrangeHarvester Do logic then set theory. Mendelson treats both topics.
user19161
@user58512 I like tiramisu.
user19161
@robjohn After scones come brownies in the ... .
@JacobBlack how lovely
user19161
@robjohn Together with some lemonade. =)
@JacobBlack oh my god! Don't say it... I want it now!
user19161
17:57
@Charlie You want brownies and lemonade? lol
@JacobBlack and tiramisu and everything
18:13
@BenjaLim, I actually feel like you came here less often :P
Tim
Tim
hello Sanchez
Hi Jacob! Do you remember you have mentioned some sites for ebooks?
Hi @Tim
Tim
Tim
THanks! Sanchez
Are you looking for ebooks?
Tim
Tim
Yes. The one I frequented has not been working for a week
probably it has been taken down
the one I was using is gen.lib.ru.ec
I am searching for a book Convergence Structures and Applications to Functional Analysis by R. Beattie, H. P. Butzmann
18:18
that you may want to take a look.
(Remove all the non-alphabets except ., of course)
Tim
Tim
and Probability With a View Towards Statistics by J. Hoffman-Jorgensen
Yes, I am now using lib.gen.info. However it doesn't necessary have the same collection as gen.lib.ru.ec. The two books are not found on it.
Thanks
Hm I see. For the books I need this site usually doesn't fail me.
Tim
Tim
Yes, most of the time. I agree
Should I delete the link addresses too?
why
too late to delete
I so miss library.nu
When it existed, it was one of the happiest time in my life
When it was gone, it was one of the darkest moments in my life
haha
That's why you should delete links at these public places
Tim
Tim
Is someone spying on this chatroom?
18:25
chat pages are indexed by google
the future is unknowable
which increases its (perhaps unwanted) publicity
Tim
Tim
Will I be prosecuted for publizing the pirate sites?
Tim
Tim
I will keep my identity in secret then.
that feeling when the homework you thought was due yesterday was postponed over the weekend
:freedom:
18:27
Hello. I have a simple group theory question: if $xy$ is a conjugate of $yx$ in a group, does it mean that $x$ and $y$ commute?
No
Hint: find an example in the symmetric group.
@anon heaven.
@Sanchez Thanks!
@anon, im the opposite.. have to lots of catching up
It's just an hour of deathly boring fundamental form calculations for differential geometry.
Tim
Tim
18:29
@anon It is analysis again
@OrangeHarvester: What ebook sites do you use? Does India have some ebooks sites?
I feel like there is only a handful of students on campus that actually prefer doing proofs to calculations.
at least it's analysis applied to something geometric, so there's a visual element to it
:)
Tim
Tim
@OrangeHarvester What sites do you use or like?
@OrangeHarvester I didn't know it is so popular.
@anon Can I say topology is part of soft analysis?
@anon, I liked to do proofs more in the past. But somehow I like to do calculations more now.
@Tim it is I think.
@Tim What do I look like, a category theorist? (ba dum tss)
18:33
I just think calculations are proofs
Tim
Tim
@anon JB said you are a god?
bananas say things, yes
@anon, so what are you plans this weekend
Tim
Tim
enjoy freedom
ladyfriend's bday party tonight. otherwise, math and nostalgia.
18:37
@anon yes, are you free this weekend? If yes, we can go out for coffee.... err.. jacob is gonna kill me now, and user58512 too... okbye :P
nostalgia?
oh, you know. watching things I used to watch as a kid. for old times sake.
oh that is nice
a recent question on MSE today just gave me the perfect idea for undergrad research. too bad the deadline for a proposal was like a week ago. >:(
anon what are you looking for in mathematics?
18:41
math?
it's like asking, "what are you looking for in that fried chicken?" why, I am simply enjoying the chicken.
of course getting paid for things I would have done anyway is a very nice bonus. having to wait a semester is a lost opportunity though.
I sense this is what you were getting at.
@pour hi Soufy
18:45
@Charlie how are u? :D
Good, and you @pour?
@Charlie I don't feel good these days I'm depressed
@pourjour oh! Why?
@Charlie I don't know maybe because of the exams
@pourjour hmm :(
18:49
:(
while I'm resolving an exercise I get this result $M(z)\in (D)\Longleftrightarrow \alpha \equiv \frac { 3\pi }{ 4 } [2\pi ]$
@pourjour drink a cup of tea
@Charlie It's in vain
@Charlie maybe I must take some pills of anti-depressing
@pourjour noooooo
@user58512 can u help to understand this result
@Charlie why
what is it?
18:54
@user58512 $M(z)\in (D)\Longleftrightarrow \alpha \equiv \frac { 3\pi }{ 4 } [2\pi ]$
what is M D and alpha
@pourjour it's dangerous
Good afternoon
Anyone have a moment for a brief question?
Good afternoon
I need to find a bound for $\sin(zt)/t$ for $z\in \Bbb C$, $t \in [0,1]$.
18:58
@user58512 M is a set of point and $(D) = {M(z)/ arg(f(z)-i) \equiv \frac{\pi}{4} [2\pi]}$
@Arkamis, that is unbounded for nonzero imaginary z
well, shit
That's what I figured.
@pourjour, I can't read this
$f(z)=\frac{iz}{z-i}$
whatis M(z)
18:59
ok, so related problem
I need to show that I can exchange the order of integration:

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