Examples of attractor

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But numerical evidence suggests that attractors can be made very stable to noise, and meanwhile, metaplasias may be a biological manifestation of noise.
There may be an attractor at the interface and one or two repellers outside the interface.
The leftmost attractor prefix is marked with a preceding curly brace in the examples below.
Regular nonlinear oscillations give way to a chaotic attractor at / 4.9223.
As takes higher values, there is a possibility of periodic attractors.
To get more insight into the nonlinear case one has to consider upper and lower semi-continuity of the corresponding attractors.
We refer to this new type of attractor as an itinerant attractor.
Tsuda does not use the term "attractor landscape," because he thinks that it denotes rigidity and unchangeability.
In our experiment, one of these attractors was chaotic and another a quasiperiodic one.
The system shows one-frequency oscillations nearby this attractor.
In a conventional associative memory model, a new input pattern is placed within the basin of a certain attractor.
This proof also shows how it is that it takes only a few points to outline a geometrically recognizable attractor.
When a parameter changes gradually, an initially small stable limit cycle becomes an attractor instead of focus equilibrium.
In dynamical systems examples are common in which two or more attractors coexist and in such cases the basin boundary is non-empty.
The rows are the cofibration sequences that represent the attractor-repellor cofibration sequences of connected-simple systems.
Then there is at most a finite number of periodic attractors.
This is a discontinuity in the size of the chaotic attractor.

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