Question

Changes of frame

Answer 1

Let |A, t⟩ solve, in \(K_1\), the Schrodinger equation:
\[i\hbar \frac{d}{dt}|A, t⟩=H_1 (q ⃗,p ⃗)|A, t⟩.\]
Under what conditions does \(|A^{tr}, t⟩\) solve the Schrodinger equation in \(K_1\) for arbitrary \(\phi\)?

Answer 2

@UnkleRhaukus @ash2326

Answer 3

@RolyPoly @telltoamit @ton12 @tristan9 @iop360 @order @Peter14 @pandabodoh @ajprincess @Ayeshaafzal @amressam @sirm3d @sjerman1 @GraceJaylene @genius12 @huntaz556 @jhonyy9 @kelliegirl33 @kausarsalley @countonme123 @churrity @christinewilliams @berrypicking @nubeer @narahari93

Answer 4

Can you define \[ |A^{tr},t \rangle \]
for me?

Answer 5

I think that's multidimensional calculus. I don't know how to do any of that.