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Okay, I just read your post, and this is where I do some very important clarification...
First of all, when you say:
when I say that there can be no randomness in the physical universe. If there were, there could be no identity, thus no existence.
Okay; this I can work with.
First of all, according to the best evidence we currently have, this is not true, but I understand why you, me, and most people initially think it. Until we study quantum nature, that is.
I'm going to ask you to indulge me for a few moments and despite any possible difference in our ages let me hopefully non-presumptuously play "teacher" here; if you already know these things, I apologize for boring you.
Let me very compactly illustrate what I have learned about how fundamental particles behave in nature, as determined by what scientists observe as they probe and study them in the laboratory, and I'm going to ask you to picture or draw something as I explain it.
If you picture a bell-shaped curve, that's more or less the essence of things with fundamental particles, except in the case of quantum particles, it would more aptly be called a "tendency to actualize" curve. In other words, the shape of the curve dictates that these particles don't actually have a definite existence anywhere or anywhen, but they're not completely indefinite, either.
Basically, when you say that there can be "no randomness", what IS true is that there can be no total or pure randomness. However, you could have a universe based upon tendencies of definiteness, and that is precisely what it turns out that you have, and when you really sit back and think about it, it makes perfect sense.
As is the case with genetics, where there isn't at least some minor probability of freaky things happening, there is no ingenuity, for better or worse. You can liken it to Richard Dawkins' "Blind Watchmaker" metaphor. And it turns out that this is how the universe achieves creativity, through normally-distributed, or "tendency-distributed" randomness.
When you think back to the curve again, the middle bulk of it indicates high incidence, and is where things, for the most part, tend to happen, so that means that there is a high, healthy degree of certainty and predictability in things... However, the very low tail ends of that curve illustrate the low, rare incidence that the particle might happen to pop into existence in a region that no one expects.
This sort of thing has to have existed from the beginning, or we would live in a universe where nothing ever changes and, in truth, where nothing could really ever get the ball rolling.
Now, this "hedged randomness" is counterbalanced by such balancing, order-inducing phenomena as particle-antiparticle annihilation, instantaneous spin balancing of common origin particles (so-called "action at a distance"), gravity, and so on.
As I see it, it all boils down to the necessity that for our universe to exist and continue to exist, there must always be this sort of "dance" between creative chaos and harmonizing order, but never either in pure form. With pure chaos (randomness), nothing could ever form, and with pure order, nothing could ever change or begin in the first place.
I think that's basically the way it goes.
(Edited by Orion Reasoner on 7/23, 10:56am)
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