… By stability analysis we obtain sufficient conditions on the parameters for the global stability
of the … stable periodic solution. Numerical simulations are presented to illustrate the results. …

… We carry out numerical simulations using Matlab to illustrate such a change in stability.
Meanwhile, our numerical simulations consistently show the existence of periodic solutions when …

… periodic solutions may exist. We establish parameter regions for which * 1 E is globally
stable… that system (1) has the property of stability of periodic orbits. In the following, we prove it. …

… existence of periodic solution for CNNs is derived. Moreover, a generalized Lyapunov–Krasovskii
functional is designed to guarantee the global stability of the existed periodic solution. …

… , and global stability of periodic solutions are obtained. The … they will admit a periodic solution
which is globally stable via the … , uniqueness, and global stability of periodic solution for the …

… nature of the solution in doubt… stability of the solution in a small region containing the trajectory.
I know of very few examples where global asymptotic orbital stability of a periodic solution …

… The periodic solution is observed to be only neutrally stable for … The periodic solution becomes
unstable at Re = 170 by a … leads to a threedimensional periodic flow. Finally the transition …

… state that generates a globally stable periodic solution? … , uniqueness, and globally
exponential stability of impulsively … the considered ICDNN is exponentially incrementally stable. …

… By stability analysis we obtained the condition for the infected T cells … is globally stable in
the interior of the feasible region. … P 0 is unstable and P 1 is globally stable in Γ⧹{(T, 0, 0, 0) : 0 …

… a periodic system, and then we investigate the existence and global stability of positive periodic
solutions … To do this, assume that all the coefficients of system 1.2 are ω-periodic, in other …