R
rpmath
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Valado":1fxyhjzk said:To get to an unique “absolute universe age” definition, valid along the total extent of our universe, it must be possible to be calculated, in the same way and getting the same result, from every point and time of the universe, that is, from Earth as well as from any very distant point In the universe (as well as from the most distant point in our universe), and as well as in the past (but, of course, resulting in a minor value). To do so, we must first define what absolute (and locally independent) observational point of view (APOV) should be used.
"getting the same result, from every point and time of the universe" is not possible... for every point at this time may be.
The problem is how to define "at this time"... well an APOV will work... such thing violates relativity, but relativity may be wrong saying that there are no preferred reference frames, and the APOV is one of those.
Valado":1fxyhjzk said:The best definition for APOV I saw in here is the one ramparts mentioned as “we're talking about the time measured by an observer which following a standard free-fall path through the universe, so something which isn't travelling at significant speeds relative to the expansion of the universe and isn't under extreme gravitational forces”. To me… a very good try. This is almost to say: get a point in the intergalactic medium (no influence of gravitational forces) and motionless with respect to the rubber type fabric of space-time, which is expanding itself.
Suppose you can:
- measure the age of the universe at any point.
- know that point speed looking at the cosmic background radiation, and use it to get a time dilation to adjust that value.
- know the mass of the objects close and massive enough to produce a gravity time dilation, and use that to adjust your measure too.
The value you get is some sort of "space time interval" between you and the big bang.
With a law that you cannot move closer to the big bang, the light speed limit paradox disappears:
What looks as faster than light speed to an observer A can look as going to past for observer B, and the other way around, so, if you can go faster than light:
- go from A to B faster than light according to A.
- return from B to A faster than light according to B (going to past according to A)
- you are back to A before you leave, kill yourself before you leave, and end in a paradox.
If there is an APOV, you can go faster than light according to it without paradoxes.