saviourmachine
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Behaviour
Rules
I'm looking forward to your explanation of how this all doesn't entail a physicalist view.
What will be seen as acceptable context, how we choose a subset (how important are e.g. the different coordinates [x,y,z,ict]?), is assumptive.DD said:I presume, from your response to selfAdjoint, that you understand what I mean when I say identification is equivalent to specification of behavior in a given context. What I would like to add to that is the fact that "behavior" of that identified (and/or labeled) entity is also equivalent to to specification of acceptable context.Behavior is a statement of the expected path of that space-time-line given the space-time-paths of other relevant entities. The entire collection of information about the circumstance is embodied in the collection of space-time-points presumed relevant.
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Rules
Okay.This brings me to the issue of rules. Exactly what do we mean when we think about "rules"? It seems to me that what we mean is that all possible distributions of "space-time-points" are not possible!
Okay, so its "pattern matching" regarding all kinds of simular sets.Thus it is that I come to the conclusion that "the rules of the universe" consist of a mechanism which will answer the question (regarding any specific distribution of space-time-points), "Is that particular distribution possible?" Or better yet, given what I "know" about reality, what is the probability that the specific distribution of space-time-points is a possible distribution? (I really can't presume the answer has to be either yes or no, since I have to include the possibility that I could be wrong)
Doesn't that assume that:Since the information (a specific distribution of space-time-points) is a set of numbers and the answer to the question is a probability (another number), it should be clear that it makes no difference what the rules are, they can be expressed by a mathematical function: i.e., you plug in the numbers which specify the distribution and the function yields the probability the distribution is a possibility. Note that I haven't made the claim that the function is easily represented by standard mathematics (it could be no more than a table of correct answers; that is, I could be God and simply "all-knowing").
- existence really is an on/off matter (existence is a boolean value that can be assigned to a 4D coordinate system)
- there exists no randomness in the sets (what would have as consequence that each pattern does have the same probability
). - every used resolution of the coordinate system does show the same patterns (no way to say when it is the real causal system)
I hope you can clearify these things, or expand you model a bit.Think a little about what I have said here and let me know if any part of it seems unreasonable. At this point, I admit it seems rather physicalist in outlook but, if you admit that their perspective covers a lot of valuable ground, I will show you how to expand it beyond the physicalist view.


This is why every serious scientist (I except myself of course[/color]) has vociferously argued against any rational consideration of the question. Their position is: if we don't know what's real, how can we possibly dream of understanding reality. They hold that we must assume we know what's real. You can see that position promulgated all over this forum! Why do you think they label me a crackpot?