This thread more or less instantly got derailed into a discussion of the Kalām cosmological argument. The argument—as I understand it—goes basically:
1. No infinite set can exist in the physical world.
2. Therefore, the universe cannot have existed forever.
3. Therefore, the universe must have begun at some point.
4. (A bunch of additional steps to show why this implies the existence of the arguers favourite creator god. Not very relevant to the science subforum.)
Whether the argument is sound or not is already being discussed in the other thread. What I wonder about is the physical implications that the premise #1 would have, if it were true. For example, it seems to imply that the universe is finite in both space and time—requiring a big crunch—and that space and time are both quantized.
Are there any other implications that #1 would have, and are they correct, as far as we know?
1. No infinite set can exist in the physical world.
2. Therefore, the universe cannot have existed forever.
3. Therefore, the universe must have begun at some point.
4. (A bunch of additional steps to show why this implies the existence of the arguers favourite creator god. Not very relevant to the science subforum.)
Whether the argument is sound or not is already being discussed in the other thread. What I wonder about is the physical implications that the premise #1 would have, if it were true. For example, it seems to imply that the universe is finite in both space and time—requiring a big crunch—and that space and time are both quantized.
Are there any other implications that #1 would have, and are they correct, as far as we know?