- #36
Chalnoth
Science Advisor
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I don't see how this distinction is any different from any of the other dimensions. After all, which dimension on a manifold is "forward/backward"?Passionflower said:Again, time is the metric distance between two events on a worldline.
Now if you use for instance a Fermi normal coordinate chart in curved spacetime or simply a rest frame in Cartesian coordinates in flat space you can use time (which is then proper time) on one axis so it looks like it is a separate dimension. But just by using such a charts does not make it a dimension.
There is a distinction between the manifold and a choordinate chart and it is a mistake to assume that any of the dimensions of the manifold is time.