I don’t claim to have a deep knowledge of chaos, time and infinity so I welcome anyone who can vet my assumptions (and logic) to have a go at it.
Assumption #1: there is such thing as chaos.
Assumption #2: there is such a thing as infinite time.
Chaos produces complexity. True chaos, given infinite time, must provide infinitely increasing complexity*. If a universe does not allow complexity to rise infinitely (stops it or reverses it at some point), then it is cyclical: entropy rises, then decreases again, in an infinite cycle. Such a universe would not be truly chaotic since that* is* a pattern.
A universe that ensures minimum chaos needs to create a perfectly even and static space. All things would be as simple as possible and no complexity could arise. It would just be a perfectly even soup of primordial particles or , if there is no such thing as a true indivisible atom (the original atom turned out to be divided in stuff like neutrons, wich are themselves divided in stuff like quarks) then the alternative must be a perfectly even, perfectly symmetrical mozaic continually expanding in fractal fashion.
So some of my questions are:
[ol]
[li]Is true chaos the only way to achieve infinite complexity?[/li][li]Does infinite complexity ultimately imply infinite power at some point or is infinite complexity and power the unreachable “asymptote”?[/li][li]Do power and complexity go hand in hand*? ()[/li][li]Do you think I’m high***? [/li][/ol]
*the “enough monkeys with typewriters will write shakespeare works given enough time” example is based on this idea I imagine.
**Human brains are the most complex ones (AFAIK) and humans are the only ones with nukes and moon landings
***I’m not