Chaos Formula
The first thing to keep in mind is that the chaos is a subjective concept and therefore it could be different for any people.
This way, a sheet of mathematical formulas can be an authentic chaos for any person that can’t understand it and on the contrary to be a perfectly orderly document for an expert in that matter.
The same will happen with a book written in Japanese, Chinese, etc.; a beehive of bees or a chess match.
Nevertheless, if we accept the philosophy and concept of chaos that I expressed at the beginning, of being an interrelation of elements with certain autonomy in a vital and common medium, because in this case it is possible to take off chaos from the subjective concept that we have of it, transforming it into a system of interrelation of elements with their own characteristics, without having to be held to our way of understanding it.
In this case, as I have said, I will put a first formula that contains the chaos factors before mentioned, which I try it serves as practical formula of measure the potential of the chaotic systems.
Of course it will be a first intent that later on can be completed with new parameters to adjust the measures to the circumstances of each case.
Therefore it is a general and primary formula.
Now well, in this primary formula I try to find the potential of chaos of a system.
I understand that so the chaotic potentiality has a universal measure and to be useful at any cosmic level, it is necessary that it abides to its own nature and philosophy, that is to say, to be interrelations among elements and not a direct relation with spaces and volumes.
If it not were this way, we could not measure some chaotic states as for example a flock of elephants when we tray measure them with relation to cubic metres, because a cubic metre could be occupied sometimes by an elephant and sometime by a hole.
That is to say, it is not useful space units to measure chaos, but whole chaotic systems.
And for it, we will use as relative units to the elements and their interrelation.
In this case we would have:
