Lorraine Ford
(continued)
Instead of trying to examine or analyse the nitty-gritty mechanics of number movement in a mathematical system, Carroll and Rovelli are looking in the wrong direction: they are looking to equations and rules to try to explain number movement in the real-world mathematical system.
But it is mathematically obvious that no equations or rules, or set of equations and rules, can ever explain number movement in a mathematical system.
So, what are the nitty-gritty mechanics of number movement in a mathematical system?
It seems to be accepted that the physics of the world needs something “outside” the equations to initialise the mathematical system by assigning numbers to the categories in the equations.
What is that something, if it is not matter, i.e. small parts of the universe, assigning some of its own numbers, whereby the equations then have some numbers to work with? Or are people looking to Gods, Platonic realms, or alien computer programs controlling the world, to explain this number initialisation?
The next issue is: why are the numbers continuing to move? Because the equations and rules can’t explain why number change in the mathematical system does not grind to a halt almost immediately after this number initialisation.
In order to move, a mathematical system needs a continual input of new numbers to be assigned to the categories. What is doing this, if it is not matter, i.e. small parts of the universe, assigning some of its own numbers?