ryan
Veteran Member
- Joined
- Jun 26, 2010
- Messages
- 4,668
- Location
- In a McDonalds in the q space
- Basic Beliefs
- a little of everything
Makes no difference. You don't get to choose the effects or the outcome.
You need to be careful when confronted with figurative analogies and literal analogies.
If the information relating to two or more options, to buy this model car or that model car, you like them both, is too close decisions being made is too close to make a decisive selection...this is not a ''superposition'' of decisions. It is ambiguity.
Some of these researchers so love their own jargon that it appears to verge onto equivocation.
The math does not lie, especially in the case of quantum probability. Classical probabilities amount to 1. Quantum probabilities can exceed 1 in the case of superposition. This is obvious in terms of probability densities. Between the outer spherical shell of a distance an electron is from the nucleus and the nucleus, there are an infinite number of places that the electron has, say, an 80% of being; any two possible positions from the outer shell to the nucleus has already exceeded 1. Classical probability cannot exceed 1. Exceeding 1 is easily testable.
But QC doesn't mean that the physical nature of the memories/decisions are actually in a superposition, so I don't know why you can't accept this part of my argument. It's the/a working definition of QC I need to be possible.
As long as I report that I am consciously making a decision, then it is that phenomenon that needs a physical explanation, not the other way around. Randomness will be what we see mechanically and is what we should expect to see mechanically if we are going to satisfy "could have chosen differently".On the bright side, the answer to what can save us from ourselves might be randomness. Random forces allow us to see other possibilities that may be better than what we know.
Forget about it. Randomness doesn't help you at all. You are as much a puppet of random forces/events as with determinism, just that the former is not a fixed course.