Attractor
From CasGroup
(Created page with "An '''attractor''' is a set to which a dynamical system evolves over time. This is can a point, a curve or manifold to which a system tends to move. If the manifold is chaotic, t...") |
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| - | An '''attractor''' is a set to which a dynamical system evolves over time. This is can a point, a curve or manifold to which a system tends to move. If the manifold is chaotic, then it is a strange attractor. If it is a temporary attractor in the dynamical behaviour of a system, it can be called a transient attractor. | + | An '''attractor''' is a set to which a dynamical system evolves over time. This is can a point, a curve or manifold to which a system tends to move. If the manifold is chaotic, then it is a strange attractor. If it is a temporary attractor in the dynamical behaviour of a system, it can be called a transient attractor. Seen from another point of view, an attractor is a set of points which ``attracts'' orbits and trajectories. |
== Social Attractor == | == Social Attractor == | ||
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No matter why the group members came together in the first place, in the end they discussed always something which they all had in common: for example the neighborhood, the company or the family. | No matter why the group members came together in the first place, in the end they discussed always something which they all had in common: for example the neighborhood, the company or the family. | ||
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| + | == Books == | ||
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| + | * Steven Strogatz, Nonlinear dynamics and chaos : with applications to physics, biology, chemistry, and engineering, Perseus Books, 1994 | ||
| + | * Julien C. Sprott, [http://sprott.physics.wisc.edu/SA.HTM Strange Attractors: Creating Patterns in Chaos] | ||
== Links == | == Links == | ||
* Wikipedia entry for [http://en.wikipedia.org/wiki/Attractor attractor] | * Wikipedia entry for [http://en.wikipedia.org/wiki/Attractor attractor] | ||
