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Silly Goose
Silly Goose
1:53 AM
@ACuriousMind i am wondering what the "=" symbols mean in your statement
naturallyInconsistent
naturallyInconsistent
H O N K ~
Silly Goose
Silly Goose
h o n k
Silly Goose
Silly Goose
2:44 AM
user image
is this an appropriate definition of the schwinger boson representation of N spin-1/2 particles?
Relativisticcucumber
Relativisticcucumber
ok ok i think i actually found a use for schurs lemma based on a message i previously sent
i think it can be applied to label the spin irreps by their respective j value -- to make this associate i mean
because as i said before i discovered $S^2$ is an intertwiner
so there we go
Silly Goose
Silly Goose
twine? @Relativisticcucumber
Relativisticcucumber
Relativisticcucumber
@SillyGoose noOse
上
Silly Goose
Silly Goose
shang
u be shanging
user 85795
user 85795
h o n k~
Relativisticcucumber
Relativisticcucumber
2:55 AM
new sound:
SHAAAAAANG
上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上上
user 85795
user 85795
:D
naturallyInconsistent
naturallyInconsistent
I see you going up
Relativisticcucumber
Relativisticcucumber
wait @SillyGoose theres a better hangman character
下
naturallyInconsistent
naturallyInconsistent
heh
I see what goes up must come down?
Relativisticcucumber
Relativisticcucumber
@naturallyInconsistent the og harmonic oscillator: 上下
user 85795
user 85795
2:59 AM
@SillyGoose "=" means "is"
naturallyInconsistent
naturallyInconsistent
I usually cover Schrödinger's cat, the ammonia maser, with 上下
Relativisticcucumber
Relativisticcucumber
$\vert \psi \rangle = \vert 上 \rangle + \vert 下 \rangle $
 
3 hours later…
ACuriousMind
ACuriousMind
5:52 AM
@SillyGoose they're bijections (with all sides modulo isomorphisms of representations)
Silly Goose
Silly Goose
6:09 AM
oh i see okay
 
10 hours later…
Ryder Rude
Ryder Rude
3:46 PM
hi
 
5 hours later…
imbAF
imbAF
8:56 PM
Can someone help me understand the introduction of probability distribution in the phase space. I was reading about the Wigner function and the following is said:
" The goal was to link the wavefunction that appears in Schrödinger's equation to a probability distribution in phase space."

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