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ismail | 1 year ago
The theory proposes that all complex adaptive systems (CAS) naturally adapt to a state at the “edge of chaos” which is a transition zone between order(stability) and disorder.
The theory proposes this is the zone where maximal learning/innovation/creativity in social systems occur.
We studied complex adaptive systems in 2019, at the time I changed my LinkedIn tag line to : “learning at the edge of chaos” , still have not changed it since then.
Jerrrrrrry|1 year ago
this applies to all systems, from biospheres to food-chains to cells to human evolution.
resiliency is needed for systems to be less fragile against chaotic perturbations, as the most 'complex' (sub) systems are the most impacted by any change without it.
complex systems would fail catastrophically instantly if its resilient sub-systems weren't able to postpone it.
resiliency is the ability to respond to varied input, to face dis-order.
The universe, uncaring, is a dis-orderly increase in entropy. It accumulates, and averages to eventually to act as a sieve, a selective pressure, an edge....a particularly varied input.
Anything that would pressure the system - such as an environment change or competition against itself for a resource constraint - and this selective pressure culls the weakest variations of the system from the pool. Those variations that had the least effective resiliency features, now gone, are quickly replaced, and the system continues to exist.
All complex systems in adversarial conditions must then incentivize resiliency, and the generalized property of being self-reliant; adaptive to variation in input.
This incentive/reward is essentially an iota of agency, a flash of an of objective goal.
intelligence is the ability to reach a goal given varied input states.
The ability to 'learn' is really just how to compile ways to reach a goal, inferring relations between the solutions, then internalizing that inference to later better increase its ability to generalize / respond to varying input.
learning is _only_ possible at the edge of chaos
Nevermark|1 year ago
Which is what makes math so interesting. The constant stream of finding predictable islands in the unpredictable, and then unpredictable islands (hard problems) in the predictable (seemingly simple easily defined systems).
Math is chaos.
I suppose as we get smarter, and our understanding of the world gets more sophisticated, our survival/growth progress becomes more and more a math exercise.
coffeecantcode|1 year ago
I’m no psychologist but I find the existence of chaos and order in the physical word to be really interesting. It seems like something we would make up as a species, but really there is proof for it in the universe around us.
jumping_frog|1 year ago
https://youtu.be/vwLb3XlPCB4
taneq|1 year ago
ls65536|1 year ago