Examples of 'asymptotically stable' in a sentence
Meaning of "asymptotically stable"
asymptotically stable: In mathematics or physics, asymptotically stable describes a system or function that remains stable over time as it approaches a certain value or equilibrium point
How to use "asymptotically stable" in a sentence
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asymptotically stable
A system with two asymptotically stable points.
The resulting closed loop control algorithm is proved to be globally asymptotically stable.
Globally asymptotically stable equilibrium.
Assume that the system is asymptotically stable.
Locally asymptotically stable equilibrium.
Then the equilibrium is proven to be globally asymptotically stable.
Asymptotically stable equilibrium points of nonlinear dynamical systems are generally not globally stable.
All exponentially stable systems are also asymptotically stable.
Case AK asymptotically stable.
We establish sufficient conditions under which the endemic and trivial equilibria are asymptotically stable.
Of a map is said to be asymptotically stable if it is.
In a system with damping, a stable equilibrium state is moreover asymptotically stable.
The fixed point is globally asymptotically stable if it is locally stable and if,.
We prove that if exists, the equilibrium is globally asymptotically stable.
Asymptotically stable filters are preferably used, such as first order low-pass filters.
See also
The infection free equilibrium is locally asymptotically stable if and only if.
Nature, Asymptotically stable behavior.
Therefore, the equilibrium point seems asymptotically stable.
Then ( 6 ) is asymptotically stable if and only if either.
A system is defined to be asymptotically stable if,.
If the spectral radius is less than 1, the system is instead asymptotically stable.
Then x = 0 is asymptotically stable.
It is shown that the infection-free equilibrium is globally asymptotically stable if.
The disease-free equilibrium of system ( 1 ) is locally asymptotically stable if and unstable otherwise.
Under some conditions, the equilibrium of system ( 1 ) is globally asymptotically stable.
Infection free equilibrium is globally asymptotically stable for R0 < 1.
If V { \ displaystyle V } is a Lyapunov function, then the equilibrium is locally asymptotically stable.
This correctly shows that the above differential equation, x { \ displaystyle x }, is asymptotically stable about the origin.
For = 0 ; the equilibrium is locally asymptotically stable.
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They do not feel stable in their life
