Abstract
Stability and Bifurcation Analysis of Discrete Dynamical Systems 2020
Highlights
In the paper “Asymptotic Stability of Neutral Set-Valued Functional Differential Equation by Fixed Point Method,’’ Bao and Wang have investigated a class of neutral set-valued functional differential equations and obtained a criterion for the globally asymptotic stability theorem with necessary and sufficient conditions by the fixed point method
Discrete dynamical systems are described by difference equations and potentially have applications in many branches of applied sciences
In the research article “Dynamic Analysis and Chaos Control of Bertrand Triopoly Based on Differentiated Products and Heterogeneous Expectations,’’ Zhao has investigated the dynamic behavior of the Bertrand price game model, the instability of the boundary equilibrium point, and the stability condition of the internal equilibrium point by the stability theory
Summary
In the paper “Asymptotic Stability of Neutral Set-Valued Functional Differential Equation by Fixed Point Method,’’ Bao and Wang have investigated a class of neutral set-valued functional differential equations and obtained a criterion for the globally asymptotic stability theorem with necessary and sufficient conditions by the fixed point method. Editorial Stability and Bifurcation Analysis of Discrete Dynamical Systems 2020
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