On Tuesday, September 9, 2025 at 7:51:57 AM UTC-6 Alan Grayson wrote:

On Tuesday, September 9, 2025 at 5:10:54 AM UTC-6 John Clark wrote:



On Mon, Sep 8, 2025 at 2:19 PM Alan Grayson <[email protected]> wrote:


*> I'm not sure the impossibility of absolute simultaneity solves the 
problem,*


*Watch the video! If you follow what he does step-by-step you will see that 
he is right. It's not difficult. *


*I wish I was taught the Twin's Paradox this way! 
<https://www.youtube.com/watch?v=GsMqCHCV5Xc&t=2s>* 

 

*I'll definitely watch it, very soon, but a-priori the impossibility of 
absolute simultaneity can't solve the paradox because it's not its cause. 
Can you succinctly state the cause of the paradox?*


*Yes, i**t's impossible for all observers to agree that two events are 
simultaneous unless they happen at the same place. But I'm sure that is a 
little too succinct to convince you, that's why you need to watch the 
video, it's only a little longer. And neither acceleration nor General 
Relativity is the key to resolving the twin "paradox", as far as this 
matter is concerned you'd do best to forget about them. *


*The twins ARE at the same place when the thought experiment begins, and 
since they're juxtaposed when the thought experiment begins, their clocks 
are synchronized without anything to do with absolute simultaneity! And 
second, using a spacetime diagram, the paths are unequal, and that's 
because only one path represents the accelerating twin who is traveling. If 
you don't believe me, look at (ds)^2 for each twin to confirm my claim. 
Take notice of the second order differentials. AG *


*CORRECTION: The spacetime path lengths are INVARIANT, but along the path 
of the stationary twin, the second order differentials are zero since that 
twin is NOT accelerating, but those second order differentials for the 
traveling twin are NON-ZERO since he's accelerating. Now look at the proper 
times along both paths and you'll see that it's greater for stationary twin 
because the path lengths are invariant. Hence, stationary twin ages more 
than traveling twin! Note also that this analysis uses SR. If the video is 
using a simultaneity argument, then the video is wrong. AG*


*  John K Clark    See what's on my new list at  Extropolis 
<https://groups.google.com/g/extropolis>*
fai

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