The stability and Hopf bifurcation analysis for the delay diffusive neural networks model
HY Alfifi - AIP Conference Proceedings, 2021 - pubs.aip.org
In this paper the semi-analytical solution is investigated for the delayed diffusive neural
network model. Delay partial differential equations are approximated to the delay ordinary
differential equation systems, by using Galerkin technique method. The main aim of this
work is to determine the effect of diffusion and delay parameters and exploring the full map
of stability analysis of the system. Stability analysis and bifurcation maps are discussed, as
well, and in order to further explain certain concepts. The effect of diffusion parameter and …
network model. Delay partial differential equations are approximated to the delay ordinary
differential equation systems, by using Galerkin technique method. The main aim of this
work is to determine the effect of diffusion and delay parameters and exploring the full map
of stability analysis of the system. Stability analysis and bifurcation maps are discussed, as
well, and in order to further explain certain concepts. The effect of diffusion parameter and …
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