Sometimes we find the expression that time can be transformed away in in classical physics as well as in General relativity. That, the coordinate time can be made to disappear altogether as a fundamental quantity and what is left is change of physical quantities in relation to other physical quantities (see for example, the introduction part in arXiv:1312.0888 by Andreas Schlatter).

What does it tell us about the nature of time? Is it not a fundamental physical quantity? If it is not a fundamental physical quantity, what kind of a quantity is it? MENTAL i.e. UNPHYSICAL and IMAGINED ? How did it get into PHYSICS in the first place?

If it can really be transformed away, how does it mean any great achievement on the part of the "transformers away", since it was not a physical quantity anyway.

Next, when we say physical quantities change with respect to each other only, does it not involve time? Any change will involve time, unless we are talking of a static system/universe.

Finally, when time does get transformed away in the sense of the "transformers away", do the transformation equations for the new parameter not contain time?

Are we fooled by time and its transformations (i.e. universe as a process) or its "transformers"?

Does this transforming away of time mean that we can safely "forget time" (Rovelli-2008, FXQI ESSAY), or does it signal "the end of time" (Barbour, Phoenix, 1999)?

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