The g_ij as potentials for the gravitational field

[vanhees71]

It follows from the representation of the central extension of the covering group of the classical Galilei group how the wave function transforms. I have worked out once the representation theory for the Galilei group as lecture notes for a QM2 lecture. It's, however, in German (the quantum theoretical part starts with Sect. 2.5):

https://itp.uni-frankfurt.de/~hees/publ/hqm.pdf

 

[haushofer]

It follows from the representation of the central extension of the covering group of the classical Galilei group how the wave function transforms. I have worked out once the representation theory for the Galilei group as lecture notes for a QM2 lecture. It's, however, in German (the quantum theoretical part starts with Sect. 2.5):

https://itp.uni-frankfurt.de/~hees/publ/hqm.pdf

Kein problem, toll ja! Vielen dank! Ich werde es bald mal ansehen! :P

(That's more or less all the German that's left from attending 6 years German as a high-school subject)

Can you point to the page where you transform the Schrodinger equation under boosts and derive the transformation of the wave function?

 

[vanhees71]

This is on p. 87-88.

 

[PeterDonis]

Of course you can.

We've been round and round about this before, and you admit your viewpoint is not mainstream, and it's off topic for this thread anyway, and the OP is long gone.

I think this thread can be closed.