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Sensitive dependence on initial conditions, or sensitivity for short, is the essential component of various definitions of chaos.
One feature of chaos is sensitive dependence on initial conditions; for a chaotic dynamical system, at least one LCE must be positive.
One feature of chaos is the sensitive dependence on initial conditions; for a chaotic dynamical system, at least one LCE must be positive.
Theorists at the lab who study complex systems like whirlpools and thunderstorms -- not everyone there designs bombs -- often refer to a phenomenon called "sensitive dependence on initial conditions".
In the early 1960s Lorenz discovered that the weather exhibits a nonlinear phenomenon known as sensitive dependence on initial conditions (see chaos theory).
F has sensitive dependence on initial conditions. .
Similar(18)
The most prominent is sensitivity dependence on initial conditions and system parameters, and unpredictable trajectories.
In the second half of the 20th Century, this 'sensitive dependence on initial conditions' would become one of the fundamental concepts of 'chaos theory'.
f is sensitive dependent on initial conditions.
X is an s-set of ((X,f)) if and only if ((X,f)) is sensitive dependent on initial conditions.
Figure 6 Sensitive dependence on the initial conditions for system ( 3 ).
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