oter

Attractors represent stable states in system dynamics from "summary" of Complexity by Mitchell M. Waldrop

Attractors are like magnets in the world of system dynamics. They are the stable states that systems tend to settle into, despite any perturbations or disturbances that may come their way. These attractors represent the natural order of things, the equilibrium points that systems strive to maintain. Think of them as the valleys in a landscape, where a ball will eventually come to rest no matter how many bumps or obstacles it encounters along the way. When a system is in a state of chaos or disorder, it may be far from its attractor. But as time goes on, the system will gradually move closer and closer to its attractor, eventually reaching a point where it is in a state of relative stability. This is because attractors exert a powerful force on the dynamics of a system, pulling it towards a specific configuration or pattern of behavior. Attractors can take on different form...
    Read More
    Continue reading the Microbook on the Oter App. You can also listen to the highlights by choosing micro or macro audio option on the app. Download now to keep learning!
    oter

    Complexity

    Mitchell M. Waldrop

    Open in app
    Now you can listen to your microbooks on-the-go. Download the Oter App on your mobile device and continue making progress towards your goals, no matter where you are.