[XMark]

Sorry, I suppose I didn't take into account that not everyone is familiar with Daniel Von Zuchermann's theory of Game-Theoretic Symmetries as it applies to my proposed model of Quark Fellation.
_________________
Mark Hall
Abstract Productions
I PLAYS THE MUSIC THAT MAKES THE PEOPLES FALL DOWN!

[tcaudilllg]

Uh... I looked it over... I think it's too damn broad....

[tcaudilllg]

As for the relativity/probability duality, it's not really a difficult concept. Probably something some of you have stumbled onto before, actually.

Relativity suggests that the world is connected by pathways of least resistance, and that the more matter there is on a path, the less resistance there is. Let's consider this in terms of, say the Lost Woods in Zelda. You have four choices to choose from in each frame: up, down, left, right. If you end up back where you started (without knowing the mechanics of the puzzle) you get are more likely to take a different route in the next frame. For those who are unfamiliar(HUH?) with this puzzle, this diagram may help:

# # # # N # # # #


# # # #   # # # #


# # # #   # # # #


# # # #   # # # #


W               E


# # # #   # # # #


# # # #   # # # #


# # # #   # # # #


# # # # S # # # #

if you go north, you end up in the south in the next frame. (a mirror of the last). Ditto for east/west.

Now if you remember where you haven't been, then that would correspond to energy (hence, resistance) at the location where you just were, because you are more likely to try a route you have not tried than the route you already have. (and found a failure) If you "know" not to try the previous route, then you will avoid it. There is a greater chance that you will explore the other routes instead. Once you have explored three routes, then you will most likely take the one you haven't tried.

These likelyhoods/probabilities hold for any situation in which one has a choice of paths. As is described by probability theory, a possibility that has already been explored has a lesser chance of being explored than one that has not been explored. In a generally relative environment, energy left over from the path more traveled provides more resistance than do the paths less traveled. Clearly, probability theory emerges from generally relativistic environments. The two can be said to be dual.

[XMark]

[Mandrake]

[LeoDraco]

[Happy]