| elastic universe -
10-26-2007, 04:29 PM
In a theory of elastic collision among matter, energy, and space-time, all physical quantities are conserved. Linear momentum is conserved, angular momentum is conserved, mass is conserved, energy is conserved, parity is conserved, electric and color charges are conserved, hypercharge is conserved, and space-time is conserved. Everything is conserved. Therefore, the universe does not change, does not expand, and does not move. Its temperature is the same before, now, and after. And the most important thing is that nothing collides. The universe never was, never is, and never will.
The googolplex dollars question is could such an elastic universe truly exist? If it does then this typed written question could never have been made, because the typist could have never been born. The earth could have never been formed. The solar system could have never been created, and still the universe would remain what it was, what it is, and what it will. Therefore, if an elastic universe exists, nothing else will. But if it does not exist then everything else will. This is to say that the universe is truly inelastic, which means that only the total of squares of energy is truly conserved. These squares of energy are manifested as dark matter and dark energy.
Time independence: [∂E(g)]²=[∂F(a)×∂r(a)]·[∂F(b)×∂r(b)] and Mass independence: ¶a(t)·¶r(t)=c²
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