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Song and Pang studied stability of system (1).
Using these techniques Williams and Kourakis [41] studied stability analysis with growth rate of solitary structures.
Several researchers have studied stability of stochastic systems via Lyapunov function techniques.
Wankhade and Bajoria (2012) studied stability of simply supported smart piezolaminated composite plates using finite element method.
And many authors have studied stability in distribution of several stochastic population models in recent years (see [29, 30] etc).. Thus, we could try to consider these aspects and get much more interesting results in the future investigation.
For a better comparison, we also mutated non-aromatic residues at the N-terminus (Gln2 and Pro3) and studied stability of mutant proteins under similar conditions.
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Xu and Ren [20] studied stabilities of virus-free equilibrium and virus equilibrium.
Lyapunov function is one of effective tools to study stability and stabilization in nonlinear system control design.
We also study stability of the disease-free equilibrium.
We study stability and convergence and we present numerical examples.
In this paper we study stability of a scalar linear difference equation with several delays, (1.1).
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