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lpz
00:00
Why?
Because its the definition of a symmetry, you only change the configuration space
SimoBartz
configuration space?
you mean the space of the degrees of freedom=
?
and conjugate momentum
lpz
Sorry phase space. If x,p to X,P you must have H(x,p)=H(X,P)
SimoBartz
ah ok
it makes sene
sense
thankyou!
lpz
You aren’t allowed to modify the hamiltonian
SimoBartz
this conversation is really helpful for me, i'm an autodidact in physics
lpz
00:04
Once again, a full unfying model would incorporate the em field in the phase space thus reinstating rotation invariance. One such model would be QED in QFT.
Cool, you’re really motivated to arrive this far on your own!
SimoBartz
yes i understand what you mean now. It should be like considering the em field as a system with its own degree of freedom coupled with the dipole
lpz
I’m sorry though I’ll have to leave (it’s 2:00 am in my timezone :p). Why don’t you leave your question in the chat and I’ll answer them tomorrow?
SimoBartz
it's 2 am also in my zone
lpz
Yes exactly
SimoBartz
i'm from italy
lpz
00:07
Oh we’re neighbors then. Bonjour
SimoBartz
bonjour :D
well the notification system of this chat is a mess
if you like we can continue on whatsapp instagram facebook or whatever you prefer
lpz
Yeah, plus i’m on my phone so it’s pretty horrible
SimoBartz
if you like add me on whatsapp
+39 3473270057
lpz
I don’t know how to render math on these apps though
SimoBartz
worst case scenario we use whatsapp to send notification for this chatr
lpz
00:10
Sent you a msg
SimoBartz
answered
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