Comment Re:Let's do the math (Score 2) 307
What evidence is there of an infinite universe that had no beginning?
Bear in mind also that if an infinite universe exists, which had no beginning, then light would also have had infinite amount of time to travel to here from absolutely everywhere else, and although the intensity of radiation that reaches a point is inversely proportional to the square of the distance to that point. the volume of space that is an average of some given distance away from a point is greater than an amount proportional to the square of the distance from that point, and so the number of things in that volume which produce radiation at that distance would be be correspondingly greater, more than cancelling out the inverse square relationship to the intensity of radiation reaching a point some fixed distance apart. Every point in the universe would be perpetually saturated in radiation that is reaching it from every other point in the universe, infinitely far away, and certainly things like life bearing planets could not exist.
Critical observation suggests that the universe is finite.
This is known as Olber's paradox, and it is not valid for expanding universes where red shift reduces the wavelength of light from distant sources until it drops below visible wavelengths and there ends up being an observable horizon, even in an otherwise infinite space and unbounded lifetime.
Although your point about distance and volume is wrong for other mathematical reasons. The number of light sources expands as the square of radius, not volume. The *total* number of sources is proportional to the cube of radius, but that's double counting. The volume includes close sources previously counted, plus the new sources being added as radius increases. Olber's paradox doesn't rely on that error in math.