| Definitions |
A solution x*(t) of the n-dimentional system x ̇=X(x, t) is Liapunov stable, if no matter how small is the permitted deviation, measured by epsilon, there still exists a nonzero tolerance, measured by delta, in the initial conditions when the system is activated, allowing it to run satisfactorily.
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| definition |
A solution x*(t) of the n-dimentional system x ̇=X(x, t) is Liapunov stable, if no matter how small is the permitted deviation, measured by epsilon, there still exists a nonzero tolerance, measured by delta, in the initial conditions when the system is activated, allowing it to run satisfactorily.
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