@maxdancona,
No one is arguing about claissical relativity, I agree with it. I just don't agree when Einsteins tries to twist it to mean something else.
To speed up this boring Galilean relativity but, ive composed this scenario.
Ok, we can arbitrarily set any common base in Galilean Relativity, including but not restricted to the place in the middle between the two approaching ships, but also to a point 4 fifths towards the guy on the right, or 6 units of measure on the far side of both ships, AND we are also at liberty to say that this imaginary location is the common base from which to take all measures for both parties, and that this common point is going to be an absolute non moving point.
We have ship A and ship B and a common point in the middle. (for example) Say the ships are approaching the middle point at 30 units each.
The guy at the common point will measure the speeds of the ships relative to his location and end up with a speed differential between the two ships by add both velocities and get 60 units.
Meanwhile, the guy on ship A will measure his velocity relative to the common point and get his speed as 30 and he will also get 30 for the ship B speed as it approaches the common point.
He also will get a speed of 60 when he directly measures the ship B as it approaches.
Same with Ship B, All observers in this situation will get 30 relative to the common point, and a combined approach speed of 60.
And all will agree that the central point is the stationary point, because it’s the agreed stationary point. (as there is no other reference to tell otherwise)
But they all could choose an imaginary point that is 100 units to the left of Ship B as the absolute stationary point of reference, and use that in their calculations. They will still end up with the speed of 60 for the closing speed of the two ships.
And ship B wont claim that its doing minus 30.
No matter which point or ship you chose as the common point, all observers get the closing speed of 60. But the actual speed of each ship relative to the common point is only 30.
Same with light which has a finite speed. It has a known constant speed of c relative to a common point. So if two lights are approaching each other then like the ships the approach speed is going to be measured at 2c. exactly like the ships calculated their speeds. There is no other rational option. Although each beam of light still only is moving at c. through the medium of space.
Its not possible to explain how Light A would measure the approaching light B as still only c. And at the same time, an observer placed anywhere and watching the two beams of light will also measure their closing speed at 2c.
And still the A light or the B light has not exceeded c RELATIVE to the medium through which its propagating.
Show me where this is rationally, logically or mathematically wrong.