A `stable behaviour` which is also a `Liapunov stable behaviour`. The solution x*(t), t >= t0 is asymptotically stable, if all sufficiently small disturbances of the initial value lead to the solutions which re-approach the undisturbed solution.
ID
http://identifiers.org/teddy/TEDDY_0000097
altLabel
stable behaviour
definition
A `stable behaviour` which is also a `Liapunov stable behaviour`.
The solution x*(t), t >= t0 is asymptotically stable, if all sufficiently small disturbances of the initial value lead to the solutions which re-approach the undisturbed solution.
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