LuisGeno
He/Him- 113
- 27
If there is a universe, in which its size is infinite, and at the same time, its temporal dimension/4D time is infinite, this already counts as qualitative superiority, doesn't it? Since, a moment in the infinite time line is infinitesimal to all infinite time, and that moment of time (the three-dimensional universe) is already infinite, so this would make the time line an infinity greater (qualitative superiority ). Is this correct?
Now, assuming the above is correct, what happens when there is no evidence that the timeline/temporal dimension is infinite? Does this make space-time not qualify as Low 2-C?
Now, assuming the above is correct, what happens when there is no evidence that the timeline/temporal dimension is infinite? Does this make space-time not qualify as Low 2-C?
