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Let's say, for our sake, the universe was in the shape of a fractal. Like that whole Carpet Universe thing - which is 'expanded' to some power of ten (I think into the twenties). Let's say our universe was d=dx+t (at least, I think that's what it is :unsure: ): Now, anything within the fractal is finite, whereas anything on the borders, the boundary of that fractal is infinite. According to string theory, and Hawking's "bubble" universe, where would our universe be on this fractal? Within... or on the surface? Within the fractal-shaped geometry, spacetime is finite, on the borders it can approach infinity.
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For those inclined to oppose human meddling with the structure of the universe or the composition and configuration of objects and groups of objects within the universe, consider: Whether there is a limit to the magnitude of a modulation of chaos below which order remains invariant? Or, is order but a fiction invented by perspectives applied over finite, however large, time intervals? |
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The shape of a fractal is what you set it up to be. There might be some geometry, that when set up in a chaos program, will eventually create a representation of a reality that is that is the same as that initial shape. The universe is in the shape of something, if not of itself. If it(the universe) is the fractal...........
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Guys, I seriously want to know if any serious scientists has ever consider a fractal-shaped universe (not the fractal universe, I do not yet find the logic in that). Because, a fractal shaped universe would explain the nature of branes and exponential forces and phenomena.
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