Toontown
Philosopher
- Joined
- Jun 9, 2010
- Messages
- 6,595
Yep. I can explain things in terms that you can understand, and which make sense. A guy like ctamblyn will poo-poo what I say, but he can't offer an alternative explanation that you can understand, and which make sense. You should demand it from guys like him.
I understand space with an edge in the same way I understand the Toon universe. I know what will happen if I pull a gun on Bugs Bunny. He'll pull a howitzer on me. Probably a big pink one.
I didn't have any problem understanding ctamblin's caveat. ctamblyn took issue with my claim that a flat or nearly flat universe is necessarily many times larger than the part we can see, probably a level 1 megaverse. But I don't think there is any way to get a midget finite toroid out of the laws and data we have to work with, and ctamblyn agreed.
What you really mean if that you don't buy the toroidal universe, and you don't buy the infinite universe either. So voila, you find yourself in the same boat as me.
What I mean is, I buy the 3 widely accepted possible curvatures: Positive/finite, flat/infinite, and hyperbolic/infinite. Like I said before.
What I really, really mean is, the curvature of a positively curved megaverse might be too small to measure by available methods, and that is your only finite way out.
I do insist that anything from perfectly flat to hyperbolic is infinite.
I do insist that perfect euclidian flatness is the razor edge between positive and hyperbolic, thus seems very unlikely probabilistically.
So what I really, really, really mean is, I really, really, really believe the current observations have the universe somewhere very near the boundary between finite and infinite, and is in either case a megaverse.
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