#serious-discussion
1 messages · Page 429 of 1
Quick, post your favorite probability textbook and I'll rate your tastes
out of 10
🧠

what to dooo
im looking for something interesting that's also accessible
but it's pretty hard to find
v cring
Idk isn't that like straight up an encyclopedia
Not really, it reads nice
You can read Companion front to back like a bedtime book
it's sin
No hard math
hm
They only talk about hard math, they refuse to do any
Excuse me, that's my entire profession
oh wait the princeton companion has good stuff

I hereby revoke my sully
🤡
so mizra what kind of prereqs are u comfy with
like algebra? analysis?

wanna read papa rudin 

I remember when I thought Mirza was reading functional analysis textbook
Which one is Papa, R&C or Func?
rudin society
🧠 🧠
So what is Func? Grandpa Rudin?
yes
No

@inner finch who's the author of the linear Algebra book you were reading
lax
estranged uncle rudin
Yes
fun anal bone
This is probably the 50th time ive said this on this server
but i really want to learn analysis 

crack addict brother rudin
Ultra is the most desperate person on the server???? 
clearly
if u wanna do papa rudin hmu, i need someone to read it with (like i have been reading other books, by streaming everyday)
@neat lintel 
good measure
John be reading a chapter a day of a random textbook every day

analoids will have you believe that real analysis teaches anything besides triangle inequality
Yes 
For fkin 9 hours a day
i like diversifying yamin ok 
:yamin: moment
yes and i still wanna do more 
analoid.
Bro logic is so cool
Yeah 
We got up to the statement of compactness theorem and an application
People will write one epsilon and think they're an analyst
nice
yeah you need the delta too
are they not
ill try catching up
analytical society
imagine using epsilons instead of saying "small ball"
music of spheres
Yeah, harmonic analysis really is just the study of shitty integrals, you can't change my mind.
harm anal and furry anal
I will need some measure theory though
most prob theory dont need u to know much measure theory
they introduce you to what you need
bottomos theory
Isn't there that lurie lecture where he talks about fourier stuff as a consequence of cat theory
🧠
just learn the requisite cat theory bro
not a consequence 
idk im not a nerd who watched the vid
Which is a mistake, they should just take real analysis as an assumption for prob theory.
hsct worried about the wrong kind of "consequence" go to detention
It wastes so much time redoing measure theory except on a space of measure 1.
I mean probability theory is kind of a hook to learn measure theory
ur gross but conceptually interesting
measure theory is the best qualifiers topic
abstract algebra? more like 10 definitions, 1 theorem.

Olrite i got a book
Time for me to do this for a few days and then drop it
:nice:
not wrong 
but thats just a virtue of more abstract areas
you need more sophiscated tools
and that makes for less, more powerful theorems
i see, a bunch of us are reading a book together on galois
oh no thats a different one
ah
like intro galois
yeah, did u get to the fundemental theorem of galois yet?
I mean
my times are not consistent enough to show up at the right time
ye
we did it a few weeks ago
I mean
well we will read tomorrow at 9 am my time
the theorem itself is eveyr easy to prove
I think the main point is just characterizing extensios very well
(california time for reference)
abell-ruffini is supposeddly one of the applications we will go through
we went through trace and norm first
some cool stuff 
they relate closely to the characteristic polynomial too
but its the char polynomial of a linear transformation given by multiplication of an element 
yeah auts are all linear maps 
ye
Why is integral transformation considered linear transformation rather than affine transformation?
What is affine about it
Integral operators involve multiplying by a kernel and then integrating

Imagine not khamoshiyan posting all day
oh
what do you mean by multiplying by a kernel
like in laplace the kernel is e^st?
or wait am i thinking inverse
i forgot lmfao
yes
it's that sort of thing
usually an integral operator looks like $Lf(x) = \int K(x, y)f(y) , dy$ for some two-variable kernel function $K$.
RYC
Sounds like something klhk would be good for
a kernel is some nice function that's good for integrating next to, it's just a function
there are some distributional generalizations but
we have intermediate value theorem
then final value
when will we unlock initial value theorem
I had to derive it for something
but i see teafortwo and ryc
but it wasnt that trivial to come up with
There's a Final Value Theorem?
So for fourier, it's K(x,y) = e^(ixy). and for laplace it's K(x, y) = char * e^(-xy), where char is the step function that is 1 for y > 0 and 0 elsewhere.
or wait
hang on sorry
hmmm
fixed
ic
since for laplace, you integrate 0 to infinity right?
$\lim_{s \to 0^+} s\mathcal L{F}(s) = \lim_{t \infty}f(t)$ if $f$ is integrable I think?
dont recall
If you're a horrible person you might also take K to be the Dirac delta
sorry, I meant physicist
Fractal
How do you even
well this is fine right
with the dirac delta thing
K can be a distribution
there is a way to make sense of that
this is very important in the study of so-called "singular integrals"
where K might be something like K(x, y) = 1/(x - y)
the theory would be a hell of a lot less useful if you did not allow distributional kernels
now you need to do an improper integral, and usually it will only converge if you do some slimy shit
in particular those singular only on the diagonal
like cauchy principal values
F(x) -> G(x)+c
Yeah but only horrible people write the Dirac distribution as a regular integral operator.
you don't usually call that an integral transform...
*people who know what they're doing and use easy notation
^
so i have this book called operational mathematics, is this the topic name for this
sounds like something a horrible person would say
uh.....wut?
it had laplace stuff and this book was where i learned about the inverse laplace transform
like i got confused about this a lot in harmonic analysis. "wait, we're convolving with a distribution? this looks like a function!"
and then i'd realize and it was fine
and now i get the language and abuse of notation people like to use, and it's much less confusing
tbf it takes working through some technical busywork to make sense of distributional convolutions etc but once you do it is very nice
Harmonic analysis is really just about singular integrals and distributions. Everything else is fluff.
@deep mango
so, its a abuse of notation?
harmonic analysis is a big ass field
what's an abuse of notation
i wasn't responding to your thing about affine transformations when i said this
oh fuck
i was responding to the dirac delta thing
Despite being only 35% of the population notation makes up about 70% of domestic violence cases across the globe.
anyway, yeah that sort of thing is not affine

Oh, actually my book said integral transformation is linear, so I asked abt this? I have no knowlegde of Integral transfoormation whatsoever and thought they are talking abt integration
I am talking abt indefinite integrals
$T(af+g)=\int (af+g) = a\int f + \int g$
Fractal

well indefinite integration is only linear up to quotienting out by additive constants in the target space
pretend those are definite
since like, the integral of 0 doesn't need to be 0
so yeah, you're basically always working with definite integrals
indefinite is a meme anyway
$Tf(x) =\int_{-\infty}^x f(y) , dy$
one about constants
RYC
not being equal up to m zero
where f vanishes at -infinity or something
Usually when I see an integral without a range of integration nowadays I assume it's the whole space, the notation for integrals-as-antiderivatives should be switched up.
this
integration for the purpose of integral transforms is basically always a definite integral. i can't imagine a scenario where it isn't.
just use
\int_M 
@deep mango
I see, thank you so much for the explanation
I don't really see "integrals as antiderivatives" outside of like high school and first year calc courses.
so its not such a big deal
keep in mind that it still is "linear" in the sense that the correct codomain for the operation of integration does quotient out by constants.
but then you need to be careful about all that nonsense
(by quotient out, i just mean we consider any functions which differ by a constant to be the same)
isnt that memery used in qm
(a good way to do this is just to shift every function to be 0 at 0, and have the indefinite integral be the one that makes that happen)
Noted,my lord. Thanks, for explaining to my dum-dum brain
I think you dont even need to be in qm
only mechanics will already give you contexts in which people call affine things linear
your brain is not dum-dum
it just sounds like the book isn't super clear
this is a confusing idea, and it's a really good catch on your part.
bro i live for LINEAR equations and LINEAR inequalities.
algebra 1 is so fun

yes.
I think affine really comes into play in SR, where you need symmetries under affine transformations. It pops up in QM for calculating the unitary trasnforms from one state to another, but it's not fundamental.
the word "affine" was so scary to me because the only contexts i heard it used in were "affine variety" and "affine projective blah blah"
it was a while before i realized it was just "linear plus shift"
if only i'd learned "affine" in middle school
"linear but I draw the line wherever I want"
I actually used that in middle school
no shit
that's the statistics interpretation of affine, which understandably confuses all the stats and ML majors learning PCA for the first time
I'm impressed your middle school teachers knew the word affine at all

same, and then my diffeq professor told me that solutions to inhomogeneous linear differential equations form an affine space and i got less scared


função afim 😳
I also learned it in middle school too
One funny thing tho
Is that I thought homothety was a more common term, when it actually is not.
I think that the reason why most Brazilian professors call things affine, or a homothety in the first place is because Elon Lages Lima, which is one of the most notorious math textbook writers here, commonly uses these terms in his books.
Maybe I went to a brainlet middle school but "affine" is just too big a word for what I remembered.
I think we were still hung up on arithmetic.
elon op
hi
i had to take a day off since i was tired but i looked at the problem 1-8 from spivak com
i looked at what the error was and reproduced it and tried to figure out what the problem was
i think it has to do with adding another condition maybe
perhaps if all of the eigenvalues have the same sign as well as magnitude, then we get angle preserving
and let me try if that works
@cold needle 1-8b has an error
I don't remember specifically what it was, but you need to add an additional assumption to prove that T is angle preserving
oh sorry you know it has an error i cannot read
yus
apologies for the ping. continue on
nw
im trying to figure out what the missing assumption is 😌
yeah im fairly sure the eigenvalues have to have the same sign
like
this is what caused the problem with the counterexample given
let me get the page up
tterra told me to check out the error on the math exchange post
right, yeah
jesse also knew there was an error with 8b
specifically
lollll
maybe i should continue talking about this in a different channel
lol i keep getting distracted
uh
i do not know where this goes
i finally have to read #❓how-to-get-help
wtf
not for ch 1 of spivak 

that goes in #multivariable-calculus or #linear-algebra 
true
Gomez is immortal.

heine borel is kinda cool i think but i think i need to review compact/open/closed and all

here is something to consider
closed and bounded doesn't necessarily imply compact in (metric) spaces that aren't R^n
i dont even know how to show closed and bounded implies compact in R^n
spivak will tell you
the idea is that any interval [a, b] is compact in R, and products of those (rectangles, boxes) are compact in R^n
any bounded set can be fit inside a compact rectangle
and any closed subset of a compact set is compact
which is what the small bit in spivak showed
the book first does one interval
[a,b]
but idk it's so weird to parse
do closed+bounded implies sequentially compact which is equivalent to compact in metric spaces
interesting theorem: a normed vector space is finite dimensional iff its closed unit ball (a closed and bounded set) is compact
so if you want closed and bounded sets that aren't compact, just take any infinite dimensional normed vector space's closed unit ball
h m m m m

the -> direction is easy
other is trickier
here's an example
let X = C([0, 1]) with the norm |f| = sup f. (this exists by the extreme value theorem.) let B be the closed unit ball of X, i.e., the set of all continuous functions on [0, 1] which are bounded in absolute value by 1. it's not compact since the sequence {x^n} has no convergent subsequence with respect to the given norm. (see rokabe's message)
C([0, 1]) = real vector space of all continuous real-valued functions on [0, 1]
convergence in this space is the exact same thing as uniform convergence

and {x^n} (or any of its subsequences) doesn't converge uniformly on [0, 1]
Wait so
Compact means sets in which convergence coincides with uniform convergence?
At least for R^n
Oh nvm
I got confused with continuous and uniformly continuous


its 4 am i need to

brain sleepo
Sleep
compactteppa
comppactttteppa

this is gonna be a good read
d&f is incredibly boring
Totally
dungeons and fragons
i tried reading the preface
i could not
please
pain
how in the world did poros get through this?
Do it quickly. I usually just skimmed through the text and spend most of the time doing exercises
I usually didn't read the explanations and derived all the proof for theorems on my own,reading the explanations only if I don't get it
alright
is two semesters timely for chapters 1-13?
assuming i have other classes to think about too ofc
I think so
alright
The first few chapters are super easy
ah ok that's good
You might struggle with the end sections of ch4 and ch5
But that's about it for the group theory part
(Also,you probably don't need ch6 assuming you don't want to get into finite group theory)
o ic
yes
dummit and foote?
yes
coz gallian is a book for kids, they say
idk i havent read either of them
im doing artin
lol
gallian book is also good
for kids?
yes
I haven't seen kids doing AA
exactly lol
good artin is good
yep 
see the message i tagged in #discussion
read for urself
yeaa, i will read it later on
it doesnot matter what other says
true

interesting john, ur birthday is exactly 5 months before mine
am i dumb or is proof by induction saying "prove n by assuming n is true"?
it's saying "prove n + 1 assuming n is true," so that if you know it's true for n = 1, then it's also true for n = 2, and then n = 3, and so on
i guess at some point you do have to assume that n is true when you're trying to show n holds
it is sort of strange like that

ur using induction property of natural number
something along this line
i forgot the exact word
what is monkey s

I guess it's equivalent to the existence of N or sth
yoyoyo is time the 4th dimension

no mathematician outside of set theory or logic (or inside) cares
induction is about well founded trees
I mean even if a set is well ordered, how do you know you "P(n)=>P(n+1)" implies P is true for everything in set
because you want proofs to be well founded trees
yes
Don't you need the set to be bijective to N
consider the set of counterexamples
well orderedness gives you the smallest one
0 is divisible by an integer n right?
0 is not positive
unless youre french
man, "apart" vs "a part" totally changes that sentence
wtf
we need to stop using english
i want to integrate a function over a torus. where do i start?
integrating a function on a torus requires a choice of volume form and thus a choice of riemannian metric
and there are at least two natural choices you could go with 
no heres the plan
we switch to japanesse with 0 notice
and then if anyone seems vaguely competent at it
iie

One piece is great
"i don't see anime" sounds like a very underwhelming superpower
like if a TV happens to be displaying anime, you have x-ray vision of the TV only
until they change the program
would such a superpower apply to anime-style chinese/korean works as well?
or just "genuine" japanese anime
oh this will be good
Lol no
I suck at hindi
ironically my best score in 10th boards was in hindi
still
anyone have a cool differential geometry fact
i do
it is objectively the coolest math fact
unfortunately nothing else in diff geo is cool
what is it
guys how do i solve limits easily
why cant i solve limits 😭
that is a concerning mixture of messages to reply to
R^4 admits uncountably many distinct smooth structures.
if they dont know limits im not sure thatll be that approachable
ultra/tterra
hate to say it
they asked

Wikipedia disagrees
wow lmao
you might wanna be more specific when you ask, though
like give some examples of problems that give you difficulty

My family is visiting for the holiday weekend
Which includes today July 5th
Woke up to an email that there's teaching and I gotta do some work
Email back saying "As per university calendar there are no classes and campus is closed"
go back to sleep
lmfao proud of u
I was getting work emails on July 4th
based
IS THIS DUE TODAY
No. Read your freakin' syllabus
Also the GRE is optional for a second year in a row
Praise be

I don't have time to study for it
I don't want to study for it.
That too
PRAISE
Source?
It depends from school to school no?
Do the schools already say GRE is optional for the next admission cycle?
Well you need to go to the school website
Which school?
Like are you stating a general fact that most schools will have GRE optional or are you referring to a specific school that has GRE optional?
@crystal stone
The schools I'm applying to don't require it
If you apply to a GRE optional school, is there anything else expected to make up for that, or is the application all done on the basis of grades/letters of recommendation/maybe an interview?
Bro fuck the GRE
I am only a sophomore
praying GRE goes away by the time I have to look at grad school
same
Just manifest it
Bumping this
typically no, just the standard stuff
the GRE isnt really weighted highly in the admissions process regardless, its more like a "filter"
So it's basically all letters, grades and REUs?
like if you get below the minimum GRE for a school your application is thrown out, but an 80 gre vs a 90 isnt a big deal
yes, but remember that quals are a thing as well
also your statement of purpose and stuff
Yeah but quals are for after you get in, right?
yes
And statement of purpose should be done in LaTeX, right?
i don't think that's necessary lol
Is there an interview process as well?
I don't even know why I'm asking all these just yet I'm only going into my junior year of undergrad
Just do cs and no mgre!
Regular gre is pretty easy
Hey so not quite a math question but how do I get my goddamn housemates to do their fucking dirty dishes instead of just leaving them in the goddamn sink and letting flies gather around?
have to solve a certain ode
Great
I'll solve it
What's the ODE?
(Do numerical methods work or do I need to find an analytic solution?)
analytic solution
To find the ODE you have to first accurately model your housemate's behavior as a system of ODEs
Okay and what kind of ODEs am I looking for here. Constant coefficients? Something harder?
The ones that you can solve to get your goddamn housemates to do their fucking dirty dishes instead of just leaving them in the goddamn sink and letting flies gather around
Having housemates is lame
You should ask ange.
He's experienced in coping with dirty roommates
Have you told them
Like I know that might sound obvious but
I do not have their contact information.
Don’t y’all live together
I barely see them. They might as well be ghosts that produce dirty dishes
I contacted resed to try to get their contact info and got nothing back
I mean you’ll here them come home right
I haven't yet
I wouldn't be surprised if they made a massive mess two weeks ago and then just fucked off
Jesus
Idk I’d do em for now and tell them next time
And be like hey I did they this time but like come on that shit is nasty
Like I know that sucks but I think that’s the best way of getting it to change
i have had that same experience Quintic
I just seethed about it because I did not want to have a bunch of drama with strangers I live in the same house with
i often just moved their shit somewhere else
hello i just want to ask something to the upper level/uni students here
is it important to know how everything is defined for math? like the specific definitions of integers or rational numbers. or should you just have a solid intuition on it?
cause for me at least, i wasn't really taught the definitions and stuff when i learnt integers or rational numbers in like middle school
I heard about dirty roommates
One thing you can do is sigh disappointedly at them
Another thing that works is a chore rotation
it depends, sometimes you need to know the precise definition so you can go back and use it to prove something, but i would say in many cases knowing properties of an object or how it behaves is more important
ok thanks!
so why can something be true without a proof
what does that even mean
the difference between proof of A and A
i have no idea what you mean

the way you establish the truth of a statement is via a proof
so proof of A implies A right? but A is true shouldnt imply a proof of A
maybe means true on some syntactic level?
are you saying that "there is a proof of A" implies that "A is true" but "A is true" does not imply "there is a proof of A"?
I mean, sure -- if "ZFC is consistent" is true, you won't be able to prove it in ZFC
Honestly @vast surge the thing I did one time was asked them nicely to move it and when they refused I put the dirty shit in there room or on there bed
there is a difference between truth and provability, but I think most of the time in math (when you're sufficiently far away from logic and foundations) people use them interchangeably
so why is ZFC cant complete not a proof of it being consistent

what?
maybe you weren't ready for that example yet
the way we know that something is true is by proving it
I believe he is asking why Con(ZFC) being true is not the same as a proof of it existing
that is a very subtle question
at least for someone who isn't used to thinking about stuff like this

are you asking about godel's incompleteness theorem?
I mean, that's sort of the prototypical example of "true but not provable"
or like, that's the context in which most people first encounter the idea that truth and provability are different
at least in my experience
If you prove something it’s true right
yes its soundness
Ah ok I feel like this is getting into logic
And foundations?
What’s the difference
$\Gamma \vdash \varphi \Rightarrow \Gamma \vDash \varphi$
jesse
"if you can prove it then it is true"
well apperently its proven if a proof of a proof of that implies that
Do you mind me asking how important is this really out side of like a niche field
Of math
I don’t mean that glibly either
soundness? very
If you prove something in FOL then of course you want to know that it's actually true
Ah I think we are too advanced for me atm
sorry, FOL: first order logic

so what exactly happens if we add the notion that A is only true if proof of A
this is Lobs theorem right
yes
Probably the converse of the image they posted
jesse
lol i guess
that is a nice font
since all that shit implies proof of A
or P or w.e
anyways what exactly happens when we only let A be true if proven proof of A
"proven proof of A"?
proof for proof of it
box A
anyways is parallel prostulate even true in strictly eculdiean
Okay sorry the language is confusing me. Are you asking what happens if "If there is a proof of A, then it is true" is the only way that things can be true?
i guess. i mean why would it be true
sorry, your language is making this very hard to answer lmfao
or maybe i am stupid, but can you clarify exactly what you want to know
parallel prostulate is true in ecludean?
If your geometry at work is Euclidean geometry then the parallel postulate is an axiom, no?
Or, it will be equivalent to one of your axioms
there are geometries where they remove the postulate, or they modify it
if they made it axiom perhaps its becaues they couldnt prove it or something
The postulate is independent of the other Euclidean axioms
i think
i need to qualify all my statements with "I think".
yeah this shit is irrelevant anyways, go study a real field like applied math
""they"" is the deepstate trying to convince you to be interested in fruitless pursuits
afaik they initially tried to prove the postulate
but without it could imply non eculdiean geometry
redundant?
ultra. why is the converse of lobs theorem false
or is it
huh. wonder why they didnt make it a biconditional
it looks obviously true but u never know
i guess it reduces it to something like quantification logic if A is just a proof of A
which is proababy it needs that disnction
to what does it apply to then
k4 doesnt have quantification?
anways what does it apply to with it being unidirectional

e-couple raid 
OMG NO
And that's the problem

oof
begone
we don't have friends here

ITS A JOKE
we hate everyone
im being bullied
stephie in shambles
Math is fueled by anger
and coffee
kringe imo btw giys fyi
what
nah bro stephie isnt in shambles
he friendzoned ME
because I didnt know how to calculate limits 😩
oh fuck i'm gonna cyberbully
there was ping spam but it seems to have...disappeared
no

shall we do a little trolling
this is so pog right now??
a mild amount of tomfoolery?
minuscule amount of trickery
a tidbit of subversion

thats a good one ultra
What is going on here
imagine when ur crush sees you getting roasted in #serious-discussion
not sure tbh
i need the version of this where it says "no mom you can't pause an online game"
i can't find it
What's this?
so if A is true only if there is a proof of A means modal collapse, when do we exactly need modal proof
nvm
@chilly swift @nimble shuttle @pure sun
have a great day guys!!!
we apreciate what you guys are doing, and want to encourage you for doing what you do
thanks :)
this is something very obvious but only something i consciously realized about half a year ago
similarity in notation doesn't mean that an identity/theorem is more obvious
like say the MCT
i used to be like wth, all you have to do is swap the limit and integral, obviously u can do that
but like that was because i was only focusing on the notation and not like what things were actually saying
idk if anyone else ever thought this
or rn i'm learning fourier analysis and sometimes there's so many symbols but like u gotta try and understand what's rly going on
i guess my point is that sometimes notation is too good lol
I kind of get your point.
Like, sometimes I feel like notation is so slick that it leads me to do things I can't actually do
like sometimes I'll have something which is a distribution and I'll try to evaluate it, because we kind of write distributions like functions under an integral.
But it makes no sense to evaluate it
so even if this is the morally correct way to view distributions, the notation leads me to do some incorrect things without thinking
i think viewing definitions as notational statements can be useful though
like the proper definition of continuity in various contexts is yucky
but typically its usually equivalent to "commutes with limits"
not always ofc but often
what do you guys think about the collatz conjecture? Do you really think our mathematics isn't ready for that yet?
i think this server isnt ready for you spamming every channel with that question yet
Unironically what do you guys think of the unique games conjecture (if youve ever heard of it)
My prof for a class next semester conjectured it
and maybe if you guys have any intelligent thoughts on it i can relay them to that professor and he will have mercy on me 
maybe state the conjecture
Guys what do you think about the conjecture i thought of right now (if youve ever heard of it)
how can we know what you thought of right now
tbh it could use some work
but it seems promising
Thanks
What about mine? There are no powers of 2 with more than half of its digits (in standard decimal notation) equal to 0.

Why did my conjecture get thonked? 
Sullied too
The bullying culture here is unreal!
Yes.
proof
ok actually idk and idc im going to sleep
good night Ledog
When one of 3 people on the server who has blocked you tries to solve your conjecture. You are not qualified, Ledog, but good night.
le dog is his online name
Newton’s third law is wrong, I discovered a new Gravitation theory which breaks the wall of Planck scale! What does everyone think?
that’s cool and all but who asked
Example: the interaction between a black whole and a planet, or a star:
“The gravitational force exerted by the black hole on the planet is much higher
than the gravitational force exerted by the planet on the black hole. Because the
energy of the gravitons emitted by the black hole is much higher than the energy
of the gravitons emitted by the planet”
Because the reaction is not simultaneously, because the gravitons which mediate
the gravitational force, have a finite speed, not an infinite speed.
This is another proof that my Gravitation theory is right.
Only my Gravitation theory explains that Newton’s third law is wrong!

Why dont you go tell the physics discord server instead of the math one
This sounds like something they might be interested in
Link?
Check #old-network
Thank you, may they listen that Einstein Gravitation theory is wrong
uhh
ok
:)
:3
They do not accept my chinese phone, error message is obtained after trying to register. Clear case of unfair conspiracy.
Sorry to hear that. We arent experts in physics so we cant really help you
It says you're in the physics server for me?
maybe the physics server has some kind of special join thing u have to do
like sth to read and then u can get in
Maybe they just didnt take the time to read the “react with this emote to get server access” message lol
Yes but I cannot speak because first the phone number is &invalid phone number&
?
oh
is the server only for those with a valid phone number associated with their account
strange
Bro I'm trying do logarithms here not gravity
yeah that's cool and all but aren't gravitons theoretical and as of now have no properties to speak of which makes your statements false?
I have calculations with gravitons. Consider this:
Oh no
For example, we can find their momentum. Because the graviton has the rest mass equal to zero and the speed is equal to the speed of
light: E = p × c
E = a × f from here p × c = a × f, and because c / f = λ, we have:
Graviton momentum:
p = a / λ
That is why the gravitons are too small to be detected by today’s technology.
If experimentalists can catch a graviton they should try to measure my momentum theory.
If you need details on how to obtain a I have it written: Here I calculated ratio of electromagnetic force to gravy force strength: "The strength s, of the electromagnetic force relative to gravity force: s = F_e/F_k = k_e q_e^2 / G m_e^2 = (8.99 x 10^9) (1.60 x 10^-19)^2 / (6.67 x 10^-11) ( 9.10 x 10^-31)^2 = 4.166 × 10^ 42." I use this "s" in my theory to calculate a using equation s=h/a, h = 6.62606957×10−34 J·s is Plank's constant to get a = 1.590511178×10-76 J·s. The momentum of a photon is p = h / λ, so the momentum of a graviton must be p = a / λ. If experimentalists can catch a graviton they should try to measure my momentum theory.
Your graviton theory sounds fascinating, but have you heard of embi's DNA ordinal theory?
Not quite, who's embi?
Oh, he's a googlogist who I'm sure would love to hear your graviton theory
You speak of googol but I googoled his theory and all I got was this "salad of numbers", where's the real stuff? https://googology.wikia.org/wiki/User_blog:Nayuta_Ito/DNA_Ordinal
You'd have to ask embi
Don't be so dismissive of DNA Ordinals
“Graviton has rest mass equal to zero” you have no proof of that, like I said they are only theoretical
3 hour logic exam 
Sadge
yet another day of battle against introductory algebraic geometry
literal enemy of the people
good luck with that
Can anyone here help me to analyze my DNA ordinal?
It's (0,0,0)(1,1,1)(2,2,2)(3,3,3)(3,3,0)(4,4,1)(5,5,2)(6,6,2)(7,7,0)(8,8,1)(9,9,2)(10,9,2)(11,9,0)(12,10,1)(13,11,2)(13,11,2)(13,11,1)(14,12,2)(14,11,1)(15,12,2)(15,11,1)(16,12,0)(17,13,1)(18,14,2)(18,14,2)(18,14,1)(19,15,2)(19,14,1)(20,15,2)(20,14,1)(21,15,0)(22,16,1)(23,17,2)(23,17,2)(23,17,1)(24,18,2)(24,17,1)(25,18,2)(25,17,0)(26,18,1)(27,19,2)(27,19,2)(27,19,1)(28,20,2)(28,19,1)(29,20,2)(29,19,0)(30,20,1)(31,21,2)(31,21,2)(31,21,1)(32,22,2)(32,21,1)(33,22,2)(33,21,0)(34,22,1)(35,23,2)(35,23,2)(35,23,1)(36,24,2)(36,23,1)(37,24,2)(37,23,0)(38,24,1)(39,25,2)(40,25,2)(40,25,1)(41,26,2)(41,22,1)(42,23,2)(42,23,2)(42,23,1)(43,24,2)(43,23,1)(44,24,2)(44,23,0)(45,24,1)(46,25,2)(47,25,2)(47,25,1)(48,26,1)(49,27,0)(50,28,1)(51,29,2)(52,29,2)(52,29,1)(53,30,0)(54,31,1)(55,32,2)(56,32,2)(56,32,0)(57,33,1)(58,34,2)(59,34,2)(59,34,0)(60,35,1)(61,36,2)(62,36,2)(62,36,0)(63,37,1)(64,38,2)(65,38,2)(65,38,0)(66,39,1)(67,40,2)(68,40,2)(68,40,0)(69,41,1)(70,42,2)(71,42,2)(71,42,0)(72,43,1)(73,44,0)(74,45,1)(75,44,0)(76,45,1)(77,46,0)(78,47,0)(79,44,0)(80,45,1)... ... ... ... in a notation known as Bashicu Matrix System
stay mad metal
just admit u cant analyze my DNA ordinal
Stay mad metal.
Stay mad metal.
stay mad metal
13th one is wrong.
What's googolology?
I just clicked on the link. The study of big numbers. What? Like, numerology mixed with "haha recursion go brr"?
And making silly words
it's stupid
A bit of clicking around, and a guy called Jonathan Bowers appears a lot on that website.
And has his own personal website
He looks like an interesting cank.
Googology isn't math (at least, not in the traditional sense), but it doesn't claim to be. I don't think googologists are cranks
ur just jelly you can't come up with numbers as big as the ones on that site
Would googlology not be a branch of set theory or smth?
my dna ordinal is 0.
Everything on that website just looks like recursion.
So, just keep doing more recursion, I guess?
wouldn't you want to be awarded with discovering the largest number
only for someone to take it away by adding 1
@bronze pelican that looks terrible
The biggest number is probably 6 or something
@inner finch did u get to the thing yet
yeah i did
the gall of that building
mmm yes let me just shoot this out of the sky haha
i bet it thinks its so quirky
🤨
am going to set up another mission there :nice:
Exciting
tho now that the event is over idk where it is once i returned home to make a beacon
mirza memory moment
You can reactivate past location markers in the pda i think
I dont remember if that works for the sunbeam
It's probably on the audio logs page? Maybe not
hm









