EMERGENCE OF QUANTA AND LAW OF ADDITIVITY
The basic laws of additivity could be considered as the byproduct of quantativity ability to accumulate units like number 1 Atoms add to each other, each number is just a set of ones.
So when we add entities it require us constant or linear time.
But if we need to break down it to square root or make a recursive multiplication such as factorial, we could not count on this simple phenomenon of additivity (preservation of ones in a set) and need to do a number of steps. As each step depends on the previous result. Complex calculations or algorithms may require multiple steps, where each step depends on the result of the previous step. These calculations unfold over time, and each step is causally dependent on the previous one.
So it could not be done in a timeless domain, because it could not unfold instantly The basic laws of additivity and other arithmetic operations rely on the concept of quantativity and the ability to accumulate units. These simple operations can be performed in constant or linear time. However, more complex operations like square roots and factorials involve iterative or recursive calculations, which require multiple steps that depend on the results of previous steps.
In a timeless domain, such calculations cannot unfold instantly because their outcomes depend on the order of the steps and the results obtained in the previous steps. These processes inherently involve time, as each step causally depends on the previous one. Therefore, complex calculations or algorithms that require step-by-step computation cannot be performed in a timeless domain, as they rely on the unfolding of events in a sequential manner.
It also means that even absolutely perfect God in order to calculate something, somehow would create a setup where time appears, process the information and ceases to exist. But it is time based domain because it requires sequential manner of execution Even an absolutely perfect God, if we consider God as an entity capable of performing calculations, would need to create a setup where time appears to process information that requires sequential execution. This would involve the creation of a time-based domain, at least temporarily, to allow for the step-by-step computation of more complex calculations or algorithms.
However, the nature of this time-based domain and how it might interact with a timeless domain, if they coexist, could be a subject of further exploration and inquiry. It might lead to interesting insights about the nature of time, causality, and the relationship between the two.