elroch.. this is just more of the same. lets rephrase my Q. and this time lets use the one definition we already agreed upon. determinism.
"Determinism: The world is governed by (or is under the sway of) determinism if and only if, given a specified way things are at a time t, the way things go thereafter is fixed as a matter of natural law"
why do you believe that QM is not deterministic?
another Q. is why do you think that D has anything to do with predictability? after all D and TR are in the same equation, but thats secondary.. and only if you wont use it to avoid the above.
The reason I say QM is not deterministic is that it is not.
Suppose you specify the wave function of a particle in empty space. Absolutely any wave function you like. Note that another way of thinking of this is as a sum of eigenstates according to your preferred basis (position eigenstates correspond to the usual eigenstate and the wave function describes the coefficient for every point in space, each of which corresponds to a basis vector - an eigenstate with fixed position.
Now suppose you are going to observe the position of this particle one second later. When you make the observation, you will know the position of the particle precisely.
The wave function at the start determines the wave function at the time of observation (by Schroedinger's equation). The wave function at the time of the observation determines the PROBABILITY DISTRIBUTION OF THE POSITION. But it does not determine the position itself. This has an element of randomness.
The reason I described this example with a delay before observation is that without it, you could (in principle) have a wave function that was a Dirac delta function at a specific position, which would mean that for an instant, the position is known precisely. But as time passes uncertainty in the position always grows (because this is a combination of uncertainty in the initial position and uncertainty in the momentum.
So the lack of determinism in quantum mechanics is restricted to observations, described as "collapsing of the wave function" in the Copenhagen Interpretation.
Another way to think of it is that the wave function describes our lack of complete knowledge about state, Even when it is in an eigenstate w.r.t. one observable, it will not be w.r.t. another observable if the latter does not commute with the former (eg momentum and position). Observations reduce our lack of complete knowledge for some observable, but the physics (eg Schroedinger's equation) is describing the evolution of the state of knowledge (or the state of knowledge of the state
) over time.

We certainly can discuss it, but obviously not on this thread. I would be happy to chat message, or accept yours.
....have sent request