- #1
VVS2000
- 150
- 17
- TL;DR Summary
- Had a confusion about commutative operators
I was seeing a lecture and the professor told that
i) you can measure an operator if it's hermitian, therefore observables are hermitian operators
ii) if you can measure two observables simultaneously, then those two observables(operators)
Is there any proof for this or is it some kind of rule?
Thanks in advance..
i) you can measure an operator if it's hermitian, therefore observables are hermitian operators
ii) if you can measure two observables simultaneously, then those two observables(operators)
Is there any proof for this or is it some kind of rule?
Thanks in advance..