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12:00 AM
Not why block me, but why take me off?
 
0celo7 loves being insulted :P
 
@Danu No, I want to understand
 
@0celo7 Because you were posting a lot and almost all of it was either pithy retorts or requests for help on topics I know nothing about.
 
@DanielSank I apologize
I admit, I was trying to outsmart you
 
@0celo7 Why? You weren't doing anything objectively wrong.
 
12:00 AM
Eh, I was
I remember asking you about module tensor products
 
If you want to come here and beg for homework help that's not my problem: I just click "ignore".
 
I think it is the limit of this communication form. I've always thought on a chatroom, where the communication wouldn't be linear, but DAG-like
 
@DanielSank I have used it for the past months, and while it improves my experience, I'm not satisfied. Although, perhaps I should try the "nuclear option" you suggest and make it clear that I'll also ignore people who engage those I ignore.
 
@0celo7 Yes, that was annoying, so I clicked ignore.
 
...homework?
Seriously?
 
12:01 AM
@peterh You know, a coworker mentioned that idea....
@0celo7 whatever
 
the main reason, why such type of chat isn't common until now, that it would require high-quality graph visualisation and the SE isn't strong in complex algorithms
 
I'm confused
 
But yes, you were begging for homework help rather often.
It was very annoying.
 
o.o when have I begged for homework help
 
^all the time
 
12:02 AM
@0celo7 I don't care to search the chat logs.
^^ that
 
@Danu No, not possible.
 
@0celo7 Be mindful that he can't actually tell which of your problems are homework or not.
 
Watching the discussion while hearing rock music.....yeah that's good.
 
I'm disengaging
 
@0celo7 See this is the annoying stuff.
2
Goodbye.
 
12:02 AM
I've asked @ACuriousMind maybe three times for homework
 
^^
 
See how easy that was?
No argument. No insults.
 
...oh my god
what just happened
 
@DanielSank Alright I'll give it another shot.
 
@DanielSank The DAG-like chat?
 
12:03 AM
But it didn't really help last time I tried :P
 
@peterh Yes.
 
I...I don't beg for homework help
 
@Danu Helped me a lot. I was getting really annoyed by one user. Activate ignore feature. Done.
 
@ACuriousMind Can you please explain...
 
It's not good that you can still see that people on "ignore" are in the room, and in fact when exactly they're posting a message.
 
12:04 AM
If I show up and there's a string of someone talking to themself, then I know who's on the other end (at least to some approximation) and I can choose whether or not to join in.
If that user is peppering a conversation I care about with other stuff, I just don't see it.
 
I must be severely autistic, because I do not see what just happened, I simply do not understand
 
It's great.
 
@0celo7 You beg for help with whatever problem you're currently having. I don't think that the part that annoys Daniel about your behaviour is that he thinks it's specially homework you're seeking help with.
 
@DanielSank Iunno
 
I don't beg
 
12:05 AM
@Ocelo7 They wanted to provoke you.
 
I begged for the flow thing because I was desperate
The vast majority of times, I ask you once
 
In any case @DanielSank, the biggest problem is honestly that I've lost my main teachers on math.se due to chat annoyances
Obviously, I cannot force them to make optimal use of the "ignore* feature
However, it would be very valuable for me to have continued "access to their knowledge"
 
@ACuriousMind how am I begging?
 
Hence, me using the ignore feature doesn't solve my most essential problem
 
I don't see the difference between begging and simply asking...
 
12:07 AM
@Danu That you're an egoist? ;P
 
Sounds like a lot of self-imposed problems tbh, relaxing and meditation helps
 
@bolbteppa What?
 
Ok, guys, I leave. See you.
 
How is the fact that the two users I value most in math chat left a "self-imposed problem"?
 
@0celo7 ...and if I don't respond or don't know, you start to ping everyone else entering the room if they know about it.
 
12:08 AM
@ACuriousMind Only in very select cases
 
@DanielSank Many forums, use already a tree-like messaging system. All of them looks hilarious, but it shouldn't be so
 
@ACuriousMind That's a feature!
 
0
Q: guest chat session top guest wishlist/ call for desired speakers

vznthe new Physics SE guest chat sessions have gone generally well this summer (some brief summary/ history); we now have 3 basically successful events with talented/ qualified speakers and am personally pleased/ happy with the outcome so far which for me is mostly "better than expected" overall. it...

 
And 99% of the time, it's just Danu.
 
@Danu That really sucks.
 
12:09 AM
I honestly thought I was asking less questions
 
@DanielSank It indeed does.
 
@bolbteppa That makes no sense.
 
The result is that I've bailed on that chat room now.
 
Relaxing and meditation doesn't bring Shifrin back to chat.
 
@Danu you can't control the way a bunch of people freely choose to chat, saying "Just like I don't like the way this chatroom is headed currently" and offering authoritarian solutions is a big self-imposed problem that can be solved by chilling out
 
12:10 AM
@Danu So it's a chain reaction.
 
@bolbteppa OK dude, whatever you say
 
Same with people getting frustrated by a silly chatroom, I mean there are better things in life
 
@DanielSank Clearly
 
@Danu If you say so ;)
 
@bolbteppa Dude... this chat room has solved research problems for me.
It's not silly.
 
12:11 AM
::takes off party hat:: It's not?
 
haha
 
@ACuriousMind -_-
::chases @ACuriousMind out the door with a pointed stick::
::asks @ACuriousMind to come back::
 
@ACuriousMind Was the chat better when I was banned?
 
@0celo7 You're not the problem everyone is talking about currently, don't flatter yourself ;)
@DanielSank ::crawls back::
 
@ACuriousMind I didn't think so, but I'm certainly contributing.
And if people find me annoying, I can leave.
2
 
12:15 AM
@DanielSank You see, the above already makes the ignore feature pretty crappy
 
@Danu why?
Move on with your life.
so there's some sub-conversation going on. Who cares?
 
Haha
It's not that
 
ignoring isn't perfect but it's better than nothing.
 
It's just that, if I'm going to hang out in the chat then this is boring
 
@Danu -_-
Wanna talk about Chinese food?
Women?
 
12:16 AM
@DanielSank I'd love to
 
Integrals?
 
Not about women
 
We can give each other integrals. That's fun, right?
 
wonderful collection of topics
 
12:16 AM
@ACuriousMind I thought so.
 
too many fucking problems going on with that shit
@DanielSank nope.jpg
 
@Danu Uh oh.
So you do want to talk about it :)
 
Nah
 
@ACuriousMind: I've been away, just returned and quickly read the scroll. Here's an idea, to which I've given no more than a second's thought, so it might be terrible, but:
 
12:17 AM
btw, our very own @BernardMeurer is the new Don Juan of Rio.
 
Chinese food is good though
 
Ask him about it.
 
You say that "ignore" doesn't work so well because you still see the others who are not ignoring those you ignore....
 
How about translating homological algebra into the children's language of obstructions
 
@DanielSank Shush
 
12:17 AM
@BernardMeurer Oh come on
 
I've recently been working a bit on Indonesian food
 
You deserve a bit of congradulations.
 
What about this: Without actually moderating the room, post, publicly, a list of people you think it's better to ignore --- and encourage others to ignore them also.
 
It's real easy---just put ketjap in everything hahaha
 
Oh my god
lol
 
12:18 AM
@WillO lmao
 
Where "Mayer Vietoris says that to work out the obstructions in AuB, that's like taking disjoint copies of A and B and looking at their defects, and then counting the ones you counted twice from their intersection that you ignored: it is the inclusion exclusion principle. The snake lemma tells you that if you were looking at n-dim holes, then you next need to take into account the n-1 dim holes - or the boundaries of the n-dim holes. "
 
Social experimentation mode: Engaged.
 
I mean I don't think they know this insane subject has a children's explanation
 
That'd be super awkward
 
@WillO oh jeez
 
12:18 AM
I just don't know it
 
Yeah, @Danu, put that in your profile.
LOLOLOLOL
 
@DanielSank: As I said, I gave this no thought before posting it....
 
@WillO That's either a really good bad idea or a really bad good idea ;)
 
@DanielSank Could quantum algorithms solve the bin packing problem in polinomial time?
 
@DanielSank I RECOMMEND YOU IGNORE THE FOLLOWING USERS:
 
12:19 AM
@peterh I have absolutely no idea.
 
Sounds like a burn-the-witch level idea to me
 
[hyperlink that redirects to the current reader's profile]
 
@WillO That's a formula for disaster
You'd be on my list lol
 
@DanielSank Well, I already know he's apparently got a girl in Wiesbaden now, what else is there to know?
@Danu lol
 
@ACuriousMind >.>
<.<
:]
 
12:21 AM
>.<
<.> (??)
 
Did you all eat something wrong or why are you making weird faces? :P
 
It's the strong whisky
 
Continuing with this possibly terrible idea: There could be a "recommended ignore" list that is maintained by a couple of elected moderators, who have no power to actually ban anyone.
 
^hahahahahaha
 
@ACuriousMind Just trying to bring little Bernie the accolades he deserves.
 
12:21 AM
sorrry for the rudeness
but that is just hilarious
 
It is hilarious.
 
@WillO "Ignore list curators"?
 
So @BernardMeurer tell me why you're the Don Juan
I volunteer to be the ignore list dictator
 
@ACuriousMind: something like that.
I'm doing my best to address your problem!
 
Hey @ACuriousMind
 
12:23 AM
@Danu He's making it up
All I did was go out with a girl
 
You know what transversality is for submanifolds of $\Bbb R^n$?
I guess you do because surely 0celo7 asked you about it before
 
@WillO Well, I must say I'm not categorically dismissing your idea. I'm trying to evaluate how much trouble that would actually create, and how much it would save
 
@BernardMeurer I do that, too!
 
@Danu I don't know shit about transversality
 
Do you like her? :)
@ACuriousMind Okay, wanna hear a definition?
 
12:24 AM
@Danu She's p cool, but she was here just for the olympics, she's from Wiesbaden
 
@Danu you know the way in elementary calculus you can generate a curve through the intersection of two surfaces, e.g. the intersection of two planes is a line, that is transverality
 
Damn
And she left already?
 
@Danu Maybe?
 
@ACuriousMind Oh, but only if you know an annoying asshole who did know lots about it
 
I could go by her place to declare your true, undying love @BernardMeurer
 
12:25 AM
@ACuriousMind: I quite agree with you that it could be either a very good idea or a very bad one.
 
@Danu He doesn't need your help.
 
@Danu lol
Gonna have a gang of German physicists watching over her
 
@BernardMeurer show us a pic of your new SO?
 
@DanielSank Back off, mama bear ;)
 
@Danu I'll play the cheesy music, you'll sing, alright?
 
12:26 AM
@DanielSank SO?
 
@ACuriousMind MY HEART WILL OOOON AND OOOOOOOON'
 
@Danu You have no idea... LOLOLOL
 
@ACuriousMind Lol you'll play death metal, I know you
 
@BernardMeurer significant other
 
12:26 AM
@Danu You really have no idea lol
 
Okay so definition time @ACuriousMind
 
@DanielSank I ain't got no pictures
 
@ACuriousMind Just tell him to ask me
I doubt you want to hear it from him since you didn't want to hear it from me.
 
@BernardMeurer Maybe, maybe not. Perhaps she's into death metal ;)
 
@ACuriousMind She really isn't
She plays the Piano and likes Chopin
 
12:27 AM
Let $X,Y$ be smooth manifolds, and $f:X\to Y$ a smooth map; $f$ is transversal to a submanifold $Z\subset Y$ at the point $x\in X$ if $\operatorname{im}d_x f+T_{f(x)}Z=T_{f(x)}Y$.
 
My actions may also depend on the amount and quality of beer you provide me with
 
Pretty straightforward---think of it as a generalization of regular value to the case where $Z$ is not just a point but has nonzero tangent space
 
@0celo7 I have a feeling if he wanted to ask you he'd already have done it...
 
@ACuriousMind Then I fear for my life
 
@ACuriousMind Fine
 
12:29 AM
@Danu Alright (are the image and the tangent space allowed to have non-trivial overlap?)
 
Yes
 
@ACuriousMind Idk if it interests you, but I just got the SACD mastering of almost all of Black Sabbath albums
 
So two orthogonal surfaces in $\Bbb R^3$ are transversal
 
@ACuriousMind Yes, it's a vector space sum, not a direct sum.
 
@Danu Also, SACD mastering of Rachmaninoff and Prokofiev's 3rd Piano concerto by Van Cliburn
 
12:30 AM
Now, if the map is an inclusion map $\iota:X\to Y$ then we say that $X$ is transversal to $Z$ if $\iota$ is
@BernardMeurer Sounds good
So now we have the notion of transversal submanifolds
 
@BernardMeurer Nice, although Black Sabbath aren't exactly my favourites
@Danu Okay, so what's the question?
 
One important point is that the transversality of $X$ with respect to $Z$ guarantees that the (local) defining functions of $X,Z$ are linearly independent, hence $\operatorname{codim}(X\cap Z)$ is the sum of the codimensions of $X$ and $Z$
 
@ACuriousMind I like Black Sabbath for when I want to break shit up
 
So the map $f$ has just turned into an inclusion?
 
Hence, if $\operatorname{dim}X+\operatorname{dim}Z=\operatorname{dim}Y$ then their intersection is zero-dimensional
 
12:33 AM
@WillO In the case when $f=\iota$ (inclusion map), yes, it's injective.
 
Oh, sorry. I'd overlooked the message with iota.
 
Now, finally my tiny question: The book states that in order to guarantee that this intersection is in fact finite, we need to assume that (1) both submanifolds are closed (topologically, I think) (2) one of the two is compact.
The latter is obvious to me, but the former is not. This should be very easy to see. Any quick answer?
 
Otherwise you could have infinitely many cross points, like the graph of sin(x) and the horizontal axis.
 
The question is why the condition (1) is necessary
I'm asking for a counterexample, basically
 
It's certainly not necessary.
 
12:35 AM
Topologist's sine curve with an axis is a good counterexample.
 
@WillO Proof?
 
You need some condition, and that one will do, but you don't need that one.
 
You need the intersection to be closed
Intersection of closed sets is closed
 
@Danu Take the whole manifold minus one point as one manifold, a point as the other. They're not both closed, but the intersection is finite?
 
For example: Take the area between y=x^2 and y=x^2+1.
Delete one point out of that somewhere in the middle.
 
12:37 AM
@ACuriousMind Haha yeah sure
 
@ACuriousMind Like Willo said, it's not always necessary.
 
THat's not closed, but it still hits the axis in a finite number of points (namely one),, as it should.
 
But there are pathological counterexamples if you don't do it, I think.
 
@ACuriousMind Let's exclude trivial cases where one of the two is 0-dim, compact.
Can you still give a counterexample?
 
@Danu Graph of topologist's sine curve with a compact section of the $x$-axis including zero.
The sine curve is not closed (topologically).
 
12:40 AM
That's a better counterexample, thanks @0celo7
 
@Danu You're welcome.
@Danu Do you see why compactness on one + closed gives finite intersection?
 
Yeah, that's no problem
Just not why it's necessary
(so it turns out it's not)
 
@Danu Yeah. When you get to stability they'll probably say compactness is necessary, but really, it's just necessary to avoid pathologies.
They have a neat exercise where all of the stable classes fail in the noncompact case, I highly recommend doing it.
 
I already passed that part
I have to say that I think their presentation of the stability theorem is absolutely terrible
 
@Danu To see it's not necessary, a plane with one point removed (so it's not closed) and a line intersecting it would also have done it, no?
 
12:46 AM
Attention all:
I have just buried @BernardMeurer beneath the following insult: "If you hand an Argentine a bottle of rum and wait twenty minutes, he's speaking Portuguese."
 
In general, I feel that their proofs are lacking on the conceptual side of things
 
That is all.
Carry on.
 
@DanielSank DOOD
 
@DanielSank The brag was too much, man :P
 
I swear to god I'ma gonna beat your ass at smash bros
 
12:47 AM
Still you get a 5/10 for attempted epicness
 
@BernardMeurer hahahaha, that reaction is better than the joke...
 
@BernardMeurer Bring it.
@Danu Whatever. That's one of the best insults I've ever crafted.
 
But from what I've inferred, beating Daniel in Smash Bros is going to be hard
Might want to get him to drink that bottle of rum first to accomplish that
 
@DanielSank I love how you use "crafted" there.
 
@Danu It's the influence of Russian, where insults are considered construction projects.
@Danu Excellent song. But why?
 
12:50 AM
Just felt right.
 
@ACuriousMind Dude I will outdrink any non-german in this room
 
I'll take that bet.
 
I have the liver of a 30 year old
 
I'm at 2 liters of beer and 3 whisky's
 
@Danu ?
How should I have delivered it?
 
12:52 AM
3 doses of Whisky?
 
@BernardMeurer Normal-sized glasses
 
That's a good mark
 
@DanielSank Not sure, but this was a bit over the top :)
Still, a good attempt.
 
I'm currently at 5 L of beer and an unknown amount of stuff afterwards
But I got home :)
 
nonsense
 
12:53 AM
@Danu ::accepts criticism and will improve next time::
Trash talk is a skill.
 
@DanielSank I wish you good luck on your endeavours
 
@Danu Many thanks, good sir.
 
@DanielSank I think I will not attempt to beat my golden moment, ever
 
::Appreciates a moment when I can read and understand all the messages::
 
Still, I feel that could take place as a "routine" insult to use against Brazilians.
It has the feel of an "old" cultural joke.
@Danu ....!?
 
12:55 AM
That's right
 
Black noise?
 
@DanielSank I swear to god some brazilians will eat your kidney in front of you if you say that
 
@DanielSank Good, you remember.
 
@BernardMeurer YES! See, @Danu?!? It is good!
 
hehe
I guess it's lost on Europeans
 
12:56 AM
@DanielSank Hmpf
 
@BernardMeurer With those people, does it actually matter what you say?
Looking at them funny probably also suffices
 
@ACuriousMind Yes. Other parts you can't live without :)
 
Now I want a drink, but all I've left is gin and I'm out of tonic :/
 
I love my wife.
 
@ACuriousMind Water, close enough?
 
12:58 AM
Send her insult. Her response: That shall go on the books as a truly excellent insult".
 
(don't actually take that advice, plz)
 
@Danu lol
 
She appreciates me.
 
We did once resort in desparation to just mixing gin and rum. In a stein
Not recommended.
 
Heh
 
12:59 AM
Better than the rum with multi-vitamin juice, though
 

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