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May
28
comment Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
how exactly would i argue the cyclic permuation?
May
28
comment Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
I tried this out and I think the identity you give is wrong. If we apply [A,BC] = B[A,C] + [A,B]C to [AB,CD], we get the RHS of your first centred equation.
May
28
accepted Quantum Mechanics, Uncertainty Principle— help understanding notes
May
28
awarded  Custodian
May
28
comment Quantum Mechanics, Uncertainty Principle— help understanding notes
so if the uncertainty with respect to $\hat O_A$ is 0, then the uncertainty with respect to $\hat O_B$ is undefined?
May
28
reviewed Approve suggested edit on Quantum Mechanics, Uncertainty Principle— help understanding notes
May
28
asked Quantum Mechanics, Uncertainty Principle— help understanding notes
May
26
comment Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
This is exactly what I was after, thank you. My problem was that I didn't use the commutator relations, I think I got a 3 i'd monster somewhere too.
May
26
accepted Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
May
26
comment Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
@user10001. I prefer to do the more general version. For your way I would then have to make an argument for cyclic permutations, which isn't what I wanted to do.
May
26
asked Deriving the Angular Momentum Commutator Relations by using $\epsilon_{ijk}$ Identities
May
21
accepted How do we know that there isn't a classical solution to the measurement problem/Quantum Mechanical uncertainty?
May
11
accepted What does the Reynolds Number of a flow represent physically?
May
10
asked What does the Reynolds Number of a flow represent physically?
Apr
24
accepted Is it physically meaningful to talk about the 'total temperature' of an object?
Apr
24
comment Is it physically meaningful to talk about the 'total temperature' of an object?
Is there no 'conservation of temperature' which means that the two objects should have the same total temperature? Can I calculate the internal energy of the objects and then get a conservation statement?
Apr
24
comment Is it physically meaningful to talk about the 'total temperature' of an object?
ah, so is it not meaningful to talk about the temperature at some point? Rather, we should talk about the temperature in some region?
Apr
24
asked Is it physically meaningful to talk about the 'total temperature' of an object?
Apr
19
asked How do we know that there isn't a classical solution to the measurement problem/Quantum Mechanical uncertainty?
Apr
11
accepted How hot would space feel?