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The 't' problem with relativity theory:
The 't' in physics equations never referred to the property of time. It referred to a number of cycles of activity with respect to an accepted standard cycle of something else. The true unwritten units of the physics' 't' are cycles(B)/cycle(A). The standard cycle (A) is certainly not time itself. We must use a recurring reliable effect for our standard and effects are always about a change of distance and/or direction with respect to a cycle of something or other.
From a message above of mine:
"The subject matter is time dilation. Without proof of it, relativists are faced with justifying their theory's basis. Since time is not revealed to relativists or anyone else in empirical evidence, there is nothing that theorists can say about time that is not pure theory."
This statement stands as fact. Relativity theory unadmittedly uses cycles(A)/cycle(B) for its 't'. Both A and B refer to activities of objects.
The unraveling of relativity theory begins with its slight of mind substitution of the word time for cycles(A)/cycle(B), and, space in place of length variation as measured by one object compared to another object. The key point to understand is that cycles(A)/cycle(B) is referring to the speeds at which one activity is occurring with respect to another activity.
The importance of this to theoretical physicists must be that it is the cause of the activity that is changing its potency and, thereby, the rate of the activity varies. Time is not a cause. No one knows what cause is. All knowledge of physics involves effects. All conjecturing about cause are theoretical with no possible empirical verification. Effects cannot explain what is cause.
It is time to put relativity theory aside and develop theory that is empirically based. All empirical evidence consists of patterns in changes of velocity of objects. All velocities are measured as distance per second. Seconds are the name assigned to cycle(A)/cycle(B). There is no empirical justification for claiming that seconds define a property that is not limited to identifying it as cycle(A). Cycle (A) refers to activity of an object.
All activity occurs in time. Seconds are a measure of activity with respect to activity. Seconds occur in time and are not time itself. Theoretical conjecture aside, neither space nor time are verified as parts of any physics equations.
James Putnam