Liste des Groupes | Revenir à sp relativity |
Le 21/06/2025 à 23:14, clzb93ynxj@att.net (LaurenceClarkCrossen) a écritSo the first postulate says the physics formulas are the same in all
:On Sat, 21 Jun 2025 10:19:43 +0000, Mikko wrote:>
>On 2025-06-20 18:55:34 +0000, LaurenceClarkCrossen said:So, Einstein added nothing new. How does that provide a basis for his
>On Fri, 20 Jun 2025 9:06:49 +0000, Mikko wrote:>
>On 2025-06-19 17:37:29 +0000, LaurenceClarkCrossen said:
>Perplexity:>
>
"The First Postulate of Special Relativity
>
Statement of the First Postulate
>
The first postulate of special relativity, also known as the principle
of relativity, states:
>
The laws of physics are the same in all inertial frames of
reference."
>
>
"truism
/ˈtrˌizƏm/ n. a statement that is obviously true and says nothing new
or interesting. —truistic/trˈistik/ adj." -Oxford American.
The first postulate is not a truism. It is possible to imagine a world
where it is not true and to believe that we actually live in a such
world.Your reply does not explain how it is not obviously true and nothing new>
that wasn't already known long before Einstein.
I did explain. And what I said was indeed known long before Einstein.
>
If the first postulate were a truism nobody would ever have believed
otherwise. But ancinet literature shows that the opposite belief was
common.
new theory? That he accepted the consensus view since Newton?
Read paragraph I.1. in Einstein paper. This is the main point : the
meaning of the time coordinate in an inertial frame.
>
Up to Einstein (well, it started before with Poincaré and others) it was
taken for granted that you don't have to care about the time label of a
given event, without justification but the prejudice of existence of
some
"universal time". Einstein asked for the time coordinate to be defined
physically and proposed a procedure (the same one Poincaré proposed
before) and he proved that such a procedure is in conflict with absolute
simultaneity. Moreover it provides a way to treat space-time as a
geometric object (i.e. independent of coordinates), then comes
Minkowski,
GR, etc.
>
Einstein expressed for space-time what Pythagoras theorem expressed for
space: a coordinate-free invariant.
Les messages affichés proviennent d'usenet.