But what is force/energy? It seems to me that ultimately was is happening is the observation of change and then a lot of circular concepts that are explaining measurement of change but can only be observed through that very measurement.
We call the electron's position indeterminate because it doesn't move predictably to our expectation within the mathematical/experimental apparatus of physics. So "random" here doesn't mean Hyperchaos, just the limit of our predictability.
Yet there is no ultimate reason why the "deterministic" process of the ball happens - it is just as random in the sense of being arbitrary because the "Laws of Nature" are just arbitrary brute facts. Our claim of "laws" is also just a probability expectation, just that here we are confident of assigning 100% of a particular outcome.
Right, I mean, I follow that there is no real way for us to know that causality does not break down in the next moment. Or that there is a rational way to prove necessity, a priori. However, when one does throw a ball, it still, as far as we know it does what we think it would do, if we know the "forces" acting upon it. The moment it doesn't is the moment we then know that contingency
has well broken down.
I think we call the electron's position indeterminate because we simply cannot measure both it's velocity and it's position at a given instance, a la Heisenberg. This doesn't mean that an exact position and velocity does not exist. Rather, it means that we simply cannot measure it. Certainly, it would seem farsical to suggest that when we do not know it's position it does not have one, or that when we do not know it's velocity it does not have one. In the same way that if I do not know the current contents of Paris does it mean that there are no contents to the city of Paris.
We assign probabilities, because these are methods by which to approximate where it seems the particle
might be. In a low energy state, it will be more likely in certain positions and in a higher one, different positions. This is essentially just motion. Speed, that is, motion over time. In a way, temperature. Something cannot (it seems) not be moving at all. If it did, it would be absolute zero, which would mean it would have something like infinite momentum.
What is a force and what is energy? Man, I am not a physicist.
I'd highly recommend this video it might help.
I think I run into trouble with calling the "laws of nature" arbitrary. Because, then, in that sense, so is everything else. Then, nothing is really arbitrary, because things seem to be flowing right from them. So, start with the "Laws" and throw a ball and we get the outcome the "Laws" seem to proscribe. Again, I know that these laws are not necessary in the provable sense, but they
exist, in the sense that they do seem to exist now, until they don't, then they won't.