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(II) By using the Lyapunov function.
The control algorithm is derived using the Lyapunov function technique.
In this section, by using the Lyapunov function method, some GUAS criteria are established for DIHS.
By using the Lyapunov function and dwell time method, we propose some GUAS results for DIHS.
We show that the stochastic model admits a nonnegative solution by using the Lyapunov function method.
The dynamic behaviors of the system are discussed by using the Lyapunov function method.
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By using the Lyapunov functions and linearization methods, the global stability of the equilibria for the model is established.
By using the Lyapunov functions and linearization methods, we will establish a series of criteria to ensure the stability of the equilibria for model (4).
We use the Lyapunov function (V x,k)=gamma^{k} x^{T}Hx).
In order to use the Lyapunov function technique related to (3.1), we suppose that.
In the following, we use the Lyapunov function to prove the globally asymptotically stability of (P_{0}^).
More suggestions(15)
using the adonis function
using the lyapunov methodology
using the lyapunov theorem
using the Annex function
using the Boltzmann function
using the lyapunov approach
using the rda function
using the Matlab function
using the Kosambi function
using the HHmake function
using the Mathematica function
using the ClustalW function
using the lyapunov stability
using the lyapunov method
using the lyapunov theory
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