Time dilation and Companionship
Time dilation is a phenomenon in the realm of restrained relativity where the relative speed of two points of references induces a "dilatation" of time for the observer.
For illustration, if person A stands still and person B has a relative speed to person A, the time experienced by B in respect to the time experienced by A is as follows:
tB = γ · t′A
where t′A and tB are the times experienced by A and B respectively, and γ the coefficient of Lorentz time dilatation given by:
γ = 1 / √(1 − (v/c)²)
where v is the relative speed and c the speed of light.
The coefficient of Lorentz time dilatation γ is always greater than 1. As both recede, each person sees the other as experiencing time slower: the other is always younger for each other.
In other words:
From Lorentz we know, your motion preludes
The very dialing of my own quietude
Paradoxically, with views relative
The same is true even for you
And as our paths divide, time dilates
But such will fade as we meet again
Not slower, nor faster, to a speed null to you
Inherently fatal are opposite velocities
Conversely, always, shall we live synchronously
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