all_one
27th November 2005 - 09:50 PM
Hello TRoc, Confused2, and fivedoughnut,
Thank you all very much for your feedback and thoughts. In order of the replies, here are my comments/ideas:
fivedoughnut said:
"the electron has charge......this force is tens of powers stronger than the feeble gravitational force".
-> My theory in essence is that everything exerts an influence on everything else. The only difference is the magnitude of the influence, and, depending on the energy level of the 'things', the result of the influence will be different. (More later in this post) Thus in essence we agree that this is possible, however not yet possible to measure.
Confused2 said:
"As far as I understand it gravity works on the 'all of the orbit all of the time' probability and acts from the average position - in the centre."
-> Actually there were quite a few statements, but just to zoom in on one. If we assume for a moment that we can measure such small gravitational forces (assuming of course that gravity still applies in such small amounts), in my concept of the situation it will never be possible to measure where the electron is, but simply be able to measure the effects of the electron so specifically that you can predict with 100% accuracy the effect the electron will have on the nucleus at any given moment in time. Thus we seem to agree that we are discussing probabilities. My 'theory' relates to quantifying interactions and their effects, without specifically trying to quantify the 'what'. Thus if I wanted to express how an electron in a particular place in space and time would effect a nucleus in another specific point in space and time, I could do that by measuring the change in the environment and the desired outcome I am trying to achieve. (E.g. I want to move the nucleus 3 meters to the left, thus IF I had 10 electrons in a given place I have a 99.99999 or 100% chance that this is what will happen.) Is this making any sense?
TRoc said:
"What can you grow?"
-> Thanks for the reading material!! As mentioned above, I was not totally clear in what I described in my first post. To finish off the electron example: The point of measuring the position of the electron is not to measure the position of the electron, but to harness the result of the interaction of the electron and the nucleus to produce a certain result. If I can accurately (100% - just for the sake of it!) calculate the probability that a certain position of the electron causes a certain effect, I can start to use that information to determine how it is probably affecting other things.
The gravomagnetism theory seems to have some potential to describe what I am talking about here, however I have to read some more about it.
The TOE theory is definitely NOT what I am looking for, although it was interesting reading. To give you some more detail on my theory, although I am looking at a kind of 'theory of everything', it is more a 'relative theory of everything'. What I do is create models of worlds that are familiar to the observer. For example, the atomic world, or the molecular world. Each of these worlds have their own protocol, and the objects in these worlds have their own unique protocols for interacting with each other. Each world however is linked to worlds at different 'levels'. E.g. the atomic world is linked to the molecular world, which is at a higher level than the atomic world. I then map all the protocol 'actions' in each world (like gravity exerting a force, or heat, or whatever) to a generic language that describes how things interact, but not describing the 'what'. (E.g. Velocity, Magnitude, etc.)
To use the model you simply input your desired state for an object in a particular world, and link it to what you know it uses in the world below. Only one link is necessary. (E.g. My water molecule uses an atom of a particular type) I then observe over time the changes in states of all the objects using the generic language. I correlate the changes in states to the desired outcome. By linking these worlds together simply, I can see how quantum behaviour affects water, and how water affects populations, etc.
I hope this wasn't too confusing! I couldn't understand the bubble theory, except that it also seems to say that it is possible to measure things indirectly by measuring changes to things we know about.
So getting back to the original question:
If I want to correlate how 'things' affect each other, I can't do this by direct observation. By direct observation I change what it is that I observe. The best I can do (and it's not so bad if you ask me!), is measure how changes cause other changes. In other words: I can't create a certain state, but I can dramatically improve the probability that that state will occur given a certain set of other states. Personally I believe that we have reached a point in scientific research that we can no longer rely purely on observed facts, but need to mix indirect state changes with desired results. In the end, it's only got to do with what we want to create!
Ok, enough for me, I'm off to bed! Thanks!