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Since there is no Philosophy forum on DU, I figured this might be the best place for my musings:
Our universe, as far as we know, was born out of a state of chaos. Many theories about the end of the universe postulate that it is headed for chaos yet again. Quantum mechanics (or QED, if you want to get technical) puts forth the notion that our universe is fundamentally chaotic, and The Ghost in the Universe by Taner Edis lays out a convincing argument for the ultimate randomness of our universe and its ability to produce order in spite of itself.
And therein lies the rub. Our universe depends on some sort of order to maintain its very existence. We depend on this same order as well. The chemical elements, the atoms they are composed of, the hadrons and fermions in each atom, and the quarks inside each hardon all depend on some underlying order, if not actual structure, to maintain their integrity.
But there are times where our universe seems as if it is trying to maintain a neutral ground between order and chaos. You can see it in extremes of temperature. Absolute zero (−459.67° F, −273.15° C) is the coldest temperature possible, but a region of space can never actually be chilled to absolute zero without isolating that particular region from the rest of the universe due to zero-point energy and molecular motion itself. On the other end of the spectrum is the highest temperature possible, the Planck temperature - a number so large that I won't bother writing it here. At Planck temperature, particle energies may become so large that the gravitational forces between them become as strong as any other forces, meaning that the four forces of nature (gravity, electromagnetism, strong nuclear, and weak nuclear) could be united into a single force at such a hellish extreme of heat, but in order to reach such a temperature, every subatomic particle in that region would have to travel at the speed of light, which means Planck temperature - absolute chaos - should be as impossible to reach as the ultimate order of absolute zero.
Is this just rambling, or am I onto something here, and does this bode anything for our own ideas of discipline vs. freedom within a social and intellectual context?
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