We know using the Minkowski /Einstein Space time paradigm that if time exists then so too does distance.
This can be simply seen by using the speed of light over a given time duration >0.
From this we can conclude axiomatically that if t= >0 then also d= >0
However this poses a significant problem or dilemma IMO as, if time duration does not exist [ t[sub]d[/sub]=0 ] then neither does distance, which has enormous ramifications regarding the way we view the universe at any given moment [time= zero duration]. It also means that at t[sub]d[/sub]=0 light or em is nonexistent. Therefore at t[sub]d[/sub]= 0 the E in E=mc^2 is zero.
any ideas as to how to resolve this dilemma of mine would be most welcome!
*** where t[sub]d[/sub] = time duration
This can be simply seen by using the speed of light over a given time duration >0.
From this we can conclude axiomatically that if t= >0 then also d= >0
However this poses a significant problem or dilemma IMO as, if time duration does not exist [ t[sub]d[/sub]=0 ] then neither does distance, which has enormous ramifications regarding the way we view the universe at any given moment [time= zero duration]. It also means that at t[sub]d[/sub]=0 light or em is nonexistent. Therefore at t[sub]d[/sub]= 0 the E in E=mc^2 is zero.
any ideas as to how to resolve this dilemma of mine would be most welcome!
*** where t[sub]d[/sub] = time duration
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