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19:02
I love the internet
It is an amazing place, @Alec
I'll miss him.
@AntonioVargas which of his books? i've got his orthogonal polynomials / RHP / random matrices book on my desk on campus
I followed him into their room.
Cool room colours.
An all moderator room ownership is kinda scary though :P
OMG a mod from Christianity has joined a maths chatroom.
19:15
@AlecTeal 'cause I'm a mathematician too!
I have so many questions...
one of the questions in christians page
"What is the evidence that the Angel of the Lord in the old Testament is probably Jesus?"
haha
people asking questions about fairy tails
is kinda of funny
19:18
If an expert could check the math on Wikipedia's page on the Poincaré disc model that would be great. I'm pretty sure the math regarding how to draw lines through two points in the hyperbolic plane is wrong, and I suspect the formula for translation might be wrong too.
@KarimMansour I had a Christian friend (not a bit of faith like "there's a heaven" - because lets face it the Agnostic afterlife if bleak as fuck, but proper nutjob who thinks dinosaur fossils were planted by jews to take us off the path to heaven) - can model decay, understands radioactive decay, doesn't "believe" in Carbon Dating (because there can be errors!) yet can prove the central tendency theorem.
@El'endiaStarman you should probably ask a question, not link to blog.
I find such incidents very weird if a person can think logically then there is so many contadictions of the whole idea of religion very weird @AlecTeal
@AlecTeal Hmm, I suppose I could. Do you think a question like "Is the math on this Wikipedia page wrong?" would fly on the main site? It's too localized, especially in time because once it gets fixed, the question is no longer relevant.
@El'endiaStarman that's why we have permalinks....
@AlecTeal How would that help?
19:22
@KarimMansour I know, it makes no sense. I even tricked him into proving it worked and he shunned me for a week.
@KarimMansour then I bought him this kids encyclopedia that I had when I was like 5 that explains how pumps work, the ear works, all kinds of stuff (called "The big book of knowledge")
@KarimMansour he refused to touch the heathen book once I showed him the bit about tectonic plates
I was like "DID YOU EVER NOTICE THAT THE LAND MASSES FIT TOGETHER, look at that Africa shaped edge...."
And the scientists that did the rock surveys are liars.
@AlecTeal Yeah religious people are so ignorant of reality
His world makes no sense! I don't understand how he DOES MATHS
like if you look at the whole idea of mosses arc itself you it doesn't make sense scientifically
yet people still believe such thing happened
exactly
That's their choice.
@Semiclassical The OPs and random matrices book. I also got his one on Universality but haven't looked at it yet.
19:26
@El'endiaStarman you've gone quiet. You can play Devil's advocate (if you dare) if you like!
@skillpatrol I don't get it. If someone says "2+2=5" you can correct them, but if someone's like "Nah, no fossils, it was the jews mate" you cannot bitchslap them.
I have a question about box plots and their left and right skewed. When you determine the skew - is it based on the whether the median line is closer to left or right whisker? or the length of the whiskers
@KarimMansour That's the over generalization fallacy if I ever saw one.
and problem with saying its their choice leads to making human mankind stands behind because of people believing absolute truth
CENTRAL TENDENCY THEOREM @El'endiaStarman and differential equations
I made him prove it (as I said) and the nutter shunned me for a week. Genuinely.
19:28
@AlecTeal Well, y'know, you can't do much to reason with someone who thinks that religious people are stupid and implies as such repeatedly.
@AlecTeal Looks to me like you're doing it too. Assuming that Christians in general behave and believe like that one friend of yours.
I didn't say all of them. My first message on the subject I said I'd not take faith away from someone with a bit of faith. It's the nutjobs I mind.
That's why I gave you the chance to defend!
I am struggling to see what "ignorant of reality" actually means. We're supposed to be mathematicians here. Let's not use silly language.
5
@AlecTeal Ah, my apologies. I'm in agreement with you then.
@El'endiaStarman I'm jealous of people with a "bit of faith" as I put it. This twat I mentioned leaves his oven on so when he comes home it is pre-heated. Why? "Because it says in the bible that the earth will provide for as long as man is upon it" and I'm like "FFS, you've just undermined all my light switch-turning-off ever!"
Still, it would've been nice for you (or especially @Karim) to ask me what I believe before attacking (explicitly or implicitly) Christianity or religion in general.
19:32
Anyway .. this is almost certainly a stupid question but I want some help. Let S = {(b^4, 4ab^3, 6a^2b^2, 4a^3b, a^4) : a,b \in R}. How can I compute the convex hull of this thing in R^5?
@El'endiaStarman you've agreed with me already. My motive here is knowing this guy I met makes others go "WUT?" too, because I want to know that that isn't normal!
@AlecTeal Let me assure you that's definitely not.
At least, not among those I know.
@El'endiaStarman Sorry about (some of) your reception here, not sure what all that's about!
(Spanish Inquisition joke here)
Define: "normal"?
9 mins ago, by skill patrol
That's their choice.
19:35
@pjs36 Heh, it's alright. I wouldn't be a good Christian if I couldn't handle some harsh criticism.
Enough said.
@skillpatrol vaccinating the population ought not be.
I know no one cares .. but should I try to (somehow) compute the extreme points of the convex hull (by magic) and then use the krein milman theorem or something (along with some fancy computer algorithm)?
RE: the set S above
@nigelvr you should post a question really.
eh I guess I could...
19:37
We ALL have the right to have an opinion @AlecTeal
@skillpatrol when I come to power that kind of thinking will be punished.
@AlecTeal Yeah, I don't like that kind of reasoning. Well, he's not wrong - if we keep going like we are, we might not be around for much longer. Then again, he doesn't know how long we'll be around, and that later generations will be harmed in ways that doesn't mean the Earth stops providing for us. That said, he could also save on his electricity bill.
Once bitten by power...
Also, there is at least one well-known Christian environmental scientist that I know of that goes around and speaks at churches, using the Bible to support her position.
I admire her patience.
19:42
And by the way, @El'endiaStarman, one of the graphics in your hyperbolic post reminds me of this post
@Semiclassical next time you're in your office, if you feel inclined to take a gander at it I would be grateful for any insight you could offer. I have a feeling you're more familiar with that stuff than I am.
I hate it when you write two paragraphs and a half and get no upvotes
and someone writes a small portion of the two paragraphs and gets upvoted
Gonna link it now @dREaM and hope we upvote?
No.
I'm already capped.
Cool, totally with you BTW
19:55
@pjs36 COOL!
20:12
This is gonna sound so dumb I am asking it here to avoid the shame of a question. Is it true that the complement of a closed set is open?
yup
Sounds right.
that's one of the definitions
@dREaM I was about to start trying to think of a counter example and you saved me from doing that work. :P
20:14
I can't find that. I was taught (and read in my books) "closed if complement is open" not iff
What defn of a closed set are you using? Are you working with a metric space or a topological space in general?
Which is the same as "complement not open if not closed" but I dare not say "a set that isn't open must be closed"
Topological spaces @BalarkaSen
@AlecTeal A set can be both open and closed, so the latter is false.
A set can also be neither open nor closed.
And "Closed if complement is open" (so $A^c\in\mathcal{J}\implies A$ is closed)
Is there a short proof? (Sorry to ask this, I feel really daft)
So what is it that you know?
20:16
Short proof of "complement of closed set is open"?
It depends on what defn of closed you have.
So your book tells you "a set is closed if complement is open"
So it's telling you all the complements of open sets are closed
oh ok
So the problem is that initially there may be more closed sets than those right?
yeah. It should have been stated as an if and only if.
I'm failing to understand the question. Anyways, I have to leave.
ok
good luck in your future endeavors
Indeed, there have been a few posts about how if in a mathematical definition almost unequivocally means "if and only if". It's a source for great confusion, occasionally :)
I don't think he meant for ever.
While I can see that "if X has P" for a definition means that everything with P is X (the iff camp) I am not convinced that it applies ....
I require "either a set or its complement is open" to finish my proof. This actually sounds false. Because if you take the trivial topology (just $X$ and $\emptyset$) if you take ANY set that isn't one of those two, neither is open nor closed
@BalarkaSen which contradicts you
20:29
Why do you require that, @Alec? It is definitely false, like intervals such as $[0, 1)$, for example.
@AlecTeal: Yes, that's false. You still need to clarify what your definition of closed is before someone can prove to you that closed sets are precisely those that have open complements.
math.stackexchange.com/users/9003/amwhy that's like a year ban - this guy's helped me. @DanielFischer can you shed light.
@MikeMiller "A set is closed if its complement is open"
Okay, then what's meant is "A set is closed iff its complement is open". There is no other definition of closed.
That ban happened a while ago. I think there were like four users that upvoted everything the others posted.
Yeah but a year ban for something as arbitrary as rep?
She used to be regular in here too :(
20:32
@AlecTeal Not allowed to.
That's a long time to be banned for something so small.
@MikeMiller I'm not convinced, all that statement tells us is that $A\in\mathcal{C}\implies A^c\in\mathcal{J}$ surely?
If it did, then that wouldn't be a definition, would it?
A definition needs to precisely specify what a closed set is. If it really does just mean if, and not iff, then it has not actually specified what a closed set is.
It's just a name we give to sets whose complement is open.
Yes. What's your question, then?
I need to show that $\mathcal{C}^c:=\{A^c|A\in\mathcal{C}\}=\mathcal{J}$ where $\mathcal{C}$ is the set of closed sets and $\mathcal{J}$ the open ones of a topology.
So then I can show that $\sigma(\mathcal{J})=\sigma(\mathcal{C})$ and finally be happy about the Borel sigma algebra!
I'm happy that $\mathcal{J}^c\subseteq\mathcal{C}$ I'd like the converse @MikeMiller
20:39
Goodnight @MikeM. You make out like a bandit last night?
@AlecTeal: If $J$ is open, then $(J^c)^c = J$ is open, so $J^c$ is closed. Is that what you were looking for?
@TedShifrin No, I lost first.
And what second?
Game lasted another few hours without me.
Without you? In your own place?
What does make out mean?
20:41
@MikeMiller I need $\mathcal{C}\subseteq\mathcal{J}^c$ which is .... closed implies complement is open. Which is what I already had? WTF
@TedShifrin: Games don't end the moment the host loses...
Thinking of the Felix Unger/Oscar Madison poker games with the blue sandwiches ... :)
I think I'm getting a wrong impression of what went on in Mike's place last night
in Mos Eisley, 4 hours ago, by Richard
→ → → → → This way to the Special Secret Chatroom
My ... how stupid am I being. "A complement of an open set is closed" - I should be okay with this. Never speak of this again.
20:49
I'm enjoying the Multivariable book, @TedShifrin. It'll take some time before I get to stuff that's new to me, but I've had some fun with exercises already
0
Q: A nicer closed form? $\int_0^1 \frac{\log (x) \log \left(x^2-x+1\right)}{x^2-x+2} \, dx$

Chris's sis the artistMathematica doesn't return a nice result for integral below, maybe because such one doesn't exist, or it exists but it depends much on a certain way of tackling things. What do you think? $$\int_0^1 \frac{\log (x) \log \left(x^2-x+1\right)}{x^2-x+2} \, dx$$ $$=\frac{2 i \log ^3(2)}{3 \sqrt{7}}+\...

21:06
@pjs36: There are indeed a few excellent exercises. I'm proud of them. Enjoy!
I did it!
I am finally happy that $\mathcal{B}((X,d))=\sigma(\mathcal{J})=\sigma(\mathcal{K})=\sigma(\mathcal{C})$ for any metric space.
For any topological space, $\mathcal{B}((X,\mathcal{J}))=\sigma(\mathcal{J})=\sigma(\mathcal{C})$ - but no comment about the compact one
But anyway, this means $\mathcal{J}\subseteq\mathcal{B}(\mathbb{R}^n)$ and $\mathcal{C}\subseteq\mathcal{B}(\mathbb{R}^n)$ AND $\mathcal{K}\subseteq\mathcal{B}(\mathbb{R}^n)$
Okay, one quick question, is $\mathcal{J}$ a distinct symbol from a J where the loop goes further around and back across the J? (By this I mean it carries on going around then through the middle of the vertical part of the symbol)
21:26
Been busy all day. Now people want to get food. Guess I won't get a chance to do math until tomorrow (MSE time)
I would assume so, @AlecTeal. These are all the fancy J's I can think of, at the moment (at least that are Mathjax-able)
$\mathcal{J} \mathscr{J}\ \mathfrak{J} \leftarrow$ mathcal, mathscr, and mathfrak
Oh....
Thanks @pjs36
@Chris'ssistheartist: I am working on an integral/sum. I hope to finish it tonight.
@robjohn Which one?
I am on mobile. I'll show you later. Hopefully, I'll actually have finished it.
21:31
@robjohn It's related to my integrals and series? OK
21:44
afternoon chat
Hello, @Semiclassical
What is the definition of jointly continous ?
Hi @Semiclassical
@AntonioVargas not certain you're right about that, but sure
tbh i haven't read a lot of it. partly that's just a matter of prioritizing other things, but i also didn't feel like i was really following his presentation very well
on OPs i've tended to go more towards Barry Simon's books; for RHP, stuff by A. Its / Fokas / Kitaev
the latter of which, amusingly, includes a physics application very similar to one we've been researching (same concept, different system)
I've wanted to look at Simon's Analysis books, @Semiclassical. But I suspect you're talking about something different?
21:55
Holy mackerel, that's about 12 math grades above my pay, but it looks engaging, at least
it's tough going, yeah
i use them mostly as references rather than trying to grind through them
hello, world
gravatar thief
:P but also ?
Is the answer to this problem 225 degrees? math.stackexchange.com/questions/650090/…
22:09
@MathisLife: to which problem?
@EricStucky "Find $\theta_1 + \theta_2 + \dots + \theta_7$. Give your answer in degrees." Original problem linked here: math.stackexchange.com/questions/650090/…
In LaTeX how do you do the [ ] without the top part ("floor" function)?
\lfloor and \rfloor @Alec
\lfloor
@EricStucky what is a senior project?
@MathisLife: What's the logic there, did you just compute all the $\theta_k$
Dream: context?
22:15
I should have guessed, thanks @EricStucky
@EricStucky Presumably your "About Me" section :)
yeah
@pjs36 Is it true you like to prefer to keep an air of mystery about you?
Oh, some schools call it a "thesis" and some call it a "capstone project", just lots of language. It's just a mini-research project done in senior year of undergrad
oh I see, I wanted to know if it was undergrad or highschool.
what did you do it on?
@dREaM Can you interpret this evasive non-answer as an answer?
22:18
Kasteleyn's solution to dimer model: answers the question "How many ways to tile rectangles with dominos"
no, I'm stupid
(haha I am at someone's house who has a block on tumblr.com :( otherwise I would link you)
Woah - a person who has a block on tumblr, like you'd find at some schools, or workplaces? Weird!
oh, I think that has been solved for aztec diamonds or something like that
It's solved for rectangles too but the answer is weird
22:19
recursive and horrible?
Nope, explicit, just weird
A domino tiling of a region in the Euclidean plane is a tessellation of the region by dominos, shapes formed by the union of two unit squares meeting edge-to-edge. Equivalently, it is a matching in the grid graph formed by placing a vertex at the center of each square of the region and connecting two vertices when they correspond to adjacent squares. == Height functions == For some classes of tilings on a regular grid in two dimensions, it is possible to define a height function associating an integer to the nodes of the grid. For instance, draw a chessboard, fix a node with height 0, then for...
This is what I was tellng you about aztecdiamondequestrian.com
I did the $2\times n$ case as a problem in an olympiad a couple years back.
@pjs36: Yeah, they have a little kid and tumblr is kinda known for porn, so I figure it's about that.
of course that won is really easy in comparison.
@EricStucky Haha, thanks for that shot of reality! (I forgot tumblr was one of the image ones, makes sense!)
22:22
so your project is on tumblr?
Not on tumblr explicitly, but it's a fairly detailed high-level explanation
erm, that was confusing
The project itself is not on my blog, but I did put up a fairly detailed high-level explanation.
That formula looks really weird, it isn't even clear to me that would be an integer
Yeah XD
anyways I have to sleep acoording to my parents, good night all.
the proof splits cleanly into two parts, and I think that the second part is the easiest known way to prove it is an integer XD
22:23
or day depending on stuff
oh. I'll have to ask you about that later. Sounds cool.
I'll link and tag you when I get privileges :/
Good night :)
22:36
math.stackexchange.com/questions/1365990/… My first question which is "own research" (sort of) and "cross areas-of-maths" (set theory to prove measure theory) - quite proud right now.
23:15
I still can't believe a year's suspension was dished out for an upvote ring of 4 people - that seems VERY heavy handed. AmWhy has nearly 5k answers, 3 questions and has helped A LOT of people. meta.math.stackexchange.com/questions/21037/amwhys-suspension Just asked on Meta about it.
@robjohn you're a mod, and also really helpful.
Alec, I don't know what the situation was but if it was not a first offense then this may just be standard policy.
@EricStucky 1 year over something as arbitrary as rep is an awful excuse. AmWhy has helped me a lot, (I recognised the name when I came in from Google earlier and saw rep as "1") any amount of rep scammed above what they earned legitimately is insignificant
Upsetting it got 3 downvotes. Knowing if I ever get a ban you guys wont give a shit hardly makes me want to help you lot.
23:30
You still literally have no idea what the ban was about, Alec :/
@EricStucky that doesn't rule out it being heavy handed.
I got a 30 day ban for telling a user on SO to RTFM (which counts as swearing) and when he claimed he did saying "don't be a tard, read it again" - the accepted answer was a quote from the manual.
@AlecTeal there always is that possibility.. yes..
So if it was as arbitrary AND REVERSIBLE as an upvote-ring... how does that justify a year?
You admitted that you are not certain of the actual justification of the 1 year ban
Do I need to to appeal it? If other mods go "No trust me, it was totes justified" fair enough. But it could be a tool for all we know.
Also @KarlKronenfeld an appeal can be denied.
23:36
can some one link me to a good website that does line equation graphs.. wolfram is too small to use
desmos
i tried that - its buggy as hell
couldn't even draw to simple lines
Then no
can you try see if you reproduce the bug i get on demos might help rule out if its my browser
@Dave are you using IE?
23:40
Chrome
Use Firefox see if it works.
Yeah I'm never answering a question on this site again
okay
Does the same on Firefox.
this doesn't make any sense
What are you graphing?
can you try these two lines on desmos and print screen what you get
y = 2160x - 43200 and y=1845x
Did you try zooming out?
Link me the website and I'll look
23:48
this is what i got
You have to go into settings and adjust the x and y coordinate ranges to get anything useful
I started off with 0-0.5 by (-10000)-10000 and then zoomed out
That doesn't look wrong @Dave
it looks hugely wrong
this is wolfram's and the lines are not completely vertical
....
Is this guy serious @KarlKronenfeld
changing x is not changing the lines im convinced it bugged
23:53
Are you on any drugs or medication @Dave ?
Helpful.
But seriously ADJUST THE SCALES and it will look like that
READ the scales to see they're different
well unless what im adjusting on desmos is wrong...
Try entering the scales you see on the alpha thing
You'll find the graphs look the same (click to edit them)
Where? =/
Ahh
ok i was adjusting the wrong thing :P
23:58
Things like that are not normal @Dave but I have it on good authority that on meth it is.

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