is focused on the stability of the periodic solution and dynamical properties of local bifurcations of this system. The …

different thresholds are considered. The sufficient conditions for the existence and stability of the semi-trivial periodic …

guaranteed. Here, we introduce a mechanism under which stability of the diffusion process does not necessarily hold. When the … diffusion pattern. Typically, the process of adopting a new piece of knowledge will be translated into an s-shaped trajectory … for the adoption rate. This type of process of diffusion tends to be stable in the sense that convergence from any initial …

development of a methodology that, based on the concepts of asymptotic stability and accumulated deviations from equilibrium (ADE … tool for practitioners specializing in the stability analysis of systems with complex dynamics, especially those with … particular state variable of the system, such as inventory, implies asymptotic stability for that variable. The stabilization …