LightPhoton
- 42
- 3
Answers to questions like this assume that the quantum state in a Hilbert space is only a function of time, that is ##\partial_i\vert\psi(t)\rangle\neq0## only when the variable ##i## is ##t##.
Is this a postulate of standard quantum mechanics, that in Schrödinger's equation the state in abstract only depends on time?
Is this a postulate of standard quantum mechanics, that in Schrödinger's equation the state in abstract only depends on time?