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18:00
@BalarkaSen what do rocket scientists say when they want to say something isn't complicated?
@Blue have fun!
brainzzzz
@JohnRennie Bertrand Rocket's paradox
i think the shrunk version of my new avatar suits it really
@BalarkaSen huh?
18:01
@bolbteppa $\infty$-category theory has propositional logic as a subset of it
Curry-Howard correspondence tfw
@JohnRennie It was a dumb joke :) You know Russel's paradox, right?
@BalarkaSen yes, but it didn't involve space flight last time I looked :-)
I'm missing an l
oh hell
i soldered two pins together
probably not good
@JohnRennie The closely related statement is Barber's paradox, which asks who shaves the barber
@Slereah use a bit of clean wire to mop up the excess solder
18:03
My pun was a very intricate one which failed anyhow, as you see...
How many 'primitive notions' do you need in category theory, this set of notes arxiv.org/abs/1212.6543 defines a set, a function, and composition of functions as primitive notions, but set theory gets a function from a relation and composition from this etc
@bolbteppa Categories are the primitive notions. That's the point.
You can have a set theoretical foundation for category theory, anyhow
user228700
G'night, folks!
But you're definitely flipped once you get to $\infty$-categories
Wayyyyy too many coherence axioms to deal with there
People usually build various models to define them
One of the possible models is "A topological space" :P
18:07
bye @Kaumudi
@Kaumudi.H Goodnight. Ping me when you want to do the Linux install.
(don't tell Bernardo we are installing Ubuntu :-)
user228700
:-) OK!
"Ubuntu? I'm going to learn Ubuntu?" - Neo
Anonymous
@BalarkaSen So I asked them about the Euler's number thing. They said that it was indeed wrong to call it a concept from mathematics' Topology. They were actually trying to find an underlying invariance factor. $(d\chi/dp)$ is close, but not quite an invariant
@JohnRennie how long can you leave a regular piece of cheese outside the fridge for?
18:08
@Blue Ahh that explains it
Thanks!
i bought some last night and forgot to put it in the fridge and went to sleep
is it dead
Is it most sensible to define the work done ON a system be a retarding moment as negative?
Anonymous
The problem now is: I need to figure out an invariant for the system :P
@ooolb As long as you want. Cheese doesn't go off.
Want to tell me how $d\chi/dp$ is an almost-invariant?
18:09
@ooolb At worst it will get mouldy, but if it's blue cheese it's already mouldy :-)
Anonymous
@BalarkaSen Yeah, I'm showing...one min
alright i'll keep it
@ooolb you clicked the thing i linked u
you will like it
@ooolb You can keep cheese indefinitely at room temperature. It will continue to mature and eventually develop a rancid flavour, but it's still safe to eat.
@BalarkaSen oh i forgot
18:11
@Blue lmao
@ooolb I'm getting mind blown as I proceed further through the presentation
@JohnRennie Hmm. So when cheddar gets fuzzy you can still eat it?
reading now
@Lozansky in that situation we would normally say the system is doing work i.e. the energy of system decreases by the amount of work it does.
rancid flavor...
18:12
@0celo7 I would be cautious if the cheese has gone mouldy.
@BalarkaSen i know this dude
Fungi have some ... erm ... interesting metabolites
wait, which dude?
Missing comma?
@JohnRennie Right, thank you
18:14
Ah, that'd explain it
@BalarkaSen no i thought i knew him
wrong dude
So you know about the presentation?
no
the dude in the 5th slide
reich
Oh
Reich is brilliant, yes
I love Reich
r/nocontext
Anonymous
18:14
there is something called quarter tone music i listened to before
is this what it's getting to?
Well it's about generative musics in general
Anonymous
So, uh. For the left of maximum you see it is invariant
true
Anonymous
And for for the red line it is invariant for most of the region
@BalarkaSen HOW DO I GO BACK
18:16
Eno is also fantastic and my favorite
Anonymous
I guess they are considering it part-wise
@ooolb no idea
Anonymous
And trying to fit it to a power law
@Blue What are they plotting $d\chi/dp$ over?
Anonymous
$|p-p_{c1}|$ and $|p-p_{c2}|$. Where $p_{c1}$ is the first critical point's probability and $p_{c2}$ is the second critical point's probability.
Anonymous
18:19
The first critical point is when lakes start to form within the white sea
Straaange
@BalarkaSen wait a min though
did it explain why it doesn't sound random
Anonymous
And the second critical point is when the black clusters separate to form one single black cluster
Anonymous
@BalarkaSen Yeah, I'm finding it strange too
Why would one plot $\chi'_p$ over that?
Anonymous
18:20
They said they're trying to relate it which critical point for magnetization
Also what the hecker does it even mean. $\chi$ is a step function
It's not differentiable!
Anonymous
@BalarkaSen That's not true
Anonymous
Let me show you the graph
I think I'm getting the handle on the solder
@ooolb So the mechanism is that they're playing various slices of repeated audio with a phase difference between them
It's not clear to me why we find it aesthetically pleasing
Anonymous
18:22
I don't think most people would?
@BalarkaSen same
Lots of people hate Phillip Glass
normally if you just think of
playing something randomly
Anonymous
See the graph on the left bottom
18:22
it won't sound good on average
right
@Blue It is a step function. $\chi(p)$ is always an integer, isn't it? It's an integer minus an integer
@BalarkaSen Mind looking at the question I posed on the math chat?
"number of islands" is an integer
@BalarkaSen this isn't random though
i don't think
like eno's trope
of course it sounds good
he knows what he's doing
Yeah I agree, it's not just making up a random schtick
There's subtle choices for the loop lengths
and phase differences
And the notes played
that are involved
@Lozansky Having a look
18:25
@BalarkaSen Thanks!
@BalarkaSen did i miss the point completely?
we had a real scalar field coupled to fermions @Slereah
what's so special about this
except for that I used that $Tr[1]=1$ instead of 4 on the mass term and calculated the wrong scattering cross section as a result, I think I did everything fine
Anonymous
@BalarkaSen I see your point. I think they're plotting the integer points, and then scaling it down to between $0.1$ and $-0.1$. So it resembles that graph. $d\chi/dp$ is probably the local slope or something i.e. $\frac{\Delta \chi}{\Delta p}$
Anonymous
18:28
They used bad notation...
Anonymous
You can see that the graph is not a continuous one
@ooolb It's generative. Once you start the system, it's not in your control anymore
The irrational phase difference are going to take your far far away
That's why it's not repetitive
yeah but that's so special about them
couldn't it be anything
A piece of recorded music can't be
generative
@Phase See, this is roughly what I meant. It's been a long time since xkcd's put out anything this punchy.
Anonymous
18:30
The aim is however to study the relation between percolation in such 2D systems and percolation during magentization or other physical phenomena like crack formation
am I misunderstanding your question?
probably
let me rephrase
@Blue I see, so you're smoothening the $\chi$ somehow
Anonymous
@BalarkaSen You learnt about critical point and curie temperature in magnetization, isn't it? There you must have seen the formula $\chi \propto \frac{1}{(T-T_c)^{\gamma}}$
Anonymous
They were trying to relate it to that
Anonymous
18:35
I don't completely understand it yet though
Why are these related? Their context is percolation, right?
Oh, you explained it two sentences above
@Blue Interesting!
Anonymous
@BalarkaSen Percolation explains the phenomenon of magnetization
Anonymous
I need to read more about this. Anyhow, looks interesting. The main author wasn't there so I couldn't get all my confusions cleared
Anonymous
I'll let you know if I find any more interesting math related to this
18:37
@JohnRennie second round of Jambalaya 2nd edition gyazo.com/48d4bbfa8c9940e58811f8b7f10209db
@Blue Definitely do!
@ooolb In like slide 25 or so they show you a program which plays music based on the real time tram routes on Helsinski
That's pretty random dawg
But I am still listening to it
It's very beautiful
:P
@BalarkaSen yeah it is
but is there anything special about it?
i am failing to see it
I think that's a pretentious question. The right question should be: Do you enjoy it or do you not?
is it just abusing what humans find sounds pleasing?
i do
Then it is special, miraculously!
It shouldn't be
18:39
if you're going to put it that way then everything is special
The point is musical grammar is a reductive way to generate aesthetically pleasing music
That's the thing these guys exploited in the 50's-90's
@ooolb Yes, the point is nothing is inherently special.
We, humans, make it so
i know.
the question i asked before wa s
It's disappointing? :)
is there a different way to generate generative music?
I feel ya
18:41
lol
i'm not talking about the music
i mean the generative methods
are they special?
@ooolb Hm. Well, the fundamental idea seems to be involved in randomness.
In literature, for example
There's the cut-up technique
You cut up pages of what you wrote, arrange and glue them randomly
to make new pieces of literature, poems, whatever
This makes surprising connections between uncorrelated ideas
which in turns is what counts as aesthetically pleasing
that's different because in the case of cut up they're glued together
the music though isn't but still sounds good
the Sopranos have that delightful 90's charm
Nothing but terrible computers
@Slereah in the exam the first thing I saw was $\mathcal{L}=i\bar{\psi}\gamma^\mu\partial_\mu\psi-m\bar{\psi}\psi+\partial_\mu \phi\partial^\mu\phi-\frac{M^2}{2}\phi^2-g\phi\bar{\psi}\psi$
@ooolb I guess I see your point
18:44
The old scalar QED
and then it asked to commute CoM decay rate of $\phi$ to two fermions
so i guess you could generate generative music using any system with non-repetitive (but could possibly repeat) evolution.
Commute? So how much driving
the whole phase difference thing is just one way of doing it
and that's what i was saying
and then it said to replace $g\phi\bar{\psi}\psi$ with $g_5\phi\bar{\psi}\gamma_5\psi$, and do it again
18:46
it's not particularly special to generative music to have the phase difference
that's just one type ofit
is that wrong?
@BalarkaSen did you see the drum machine
it has no phase difference... right?
Yeah no I think you're right
@Slereah meant compute*, and spin-summed as well
but it still sounds generative and aesthetically pleasing
@ooolb True
I computed it wrong, because I used Tr[1]=1 instead of 4 like an idiot, but otherwise I did it correct
18:47
@BalarkaSen thanks xd
Anonymous
@CooperCape I just found something awesome: youtube.com/playlist?list=PLGAnmvB9m7zOBVCZBUUmSinFV0wEir2Vw :D (by the man himself)
It adds some stochastic noises to the base rythm
@BalarkaSen that's kind of like glue? right?
@ooolb Oh, I didn't think badly of you. I ask myself that pretentious question everyday but try to contradict it
ignore that
i know same
though that wasn't my intention
just said it in a bad way at first
did not get my real point across
18:49
You're fine dawg
I deserve it for writing "m" instead of "mI", thinking I would never forget the I
vzn
vzn
@oolb hi curious are you a student? what country?
who's oolb
vzn
vzn
sigh oolb ooolb
math/phys at ut
@BalarkaSen proof?
i actually don't see this and i'm trying really hard
did it say it in the presentation?
18:51
"But the conceptual layer is significant. The idea that you're listening to the city's nervous system changes the way you experience the music." hahaha this is so pretentious i love it
@ooolb Yeah the page was linked as \stochasticdrumbeats
So I guessed that must be the case
vzn
vzn
@ooolb ut? univ tennessee? 0celo7 cohort?
well i probably don't even know how stochastic drums sound so i'll be quiet
@vzn nah toronto
I'm not too well versed in probability theory so I have a superficial knowledge stochastic variables too
i'm generating new patterns until i get a breakcore beat
vzn
vzn
@ooolb cool home of hinton etc web.cs.toronto.edu
18:54
yeah
i never see him though
he's like a ghost
you'd think walking by and inside the building where his office is in like 500 times i'd see him AT LEAST once
vzn
vzn
lol busy dude, changing the world nytimes.com/2017/06/23/world/canada/…
@BalarkaSen i found one
just need to increase the bpm to turn it into breakcore
and i just closed the tab trying to close a different tab awesome
Uggghhhh
I wanted to hear it
I'm loving the music mouse
18:59
oh
@BalarkaSen if you click the source code
you can increase the tempo and other stuff too

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