文摘
摘要的分析表示分岔的3 d离散动力学根据分岔参数集。分岔分析的过程提出了代表三维细化和规范的通用算法
-dimensional linear bifurcation analysis proposed by the author earlier. It is proven that 3D domain of asymptotic stability (attraction) of the fixed point for a given 3D discrete dynamics is bounded by three critical bifurcation surfaces: the divergence, flip and flutter surfaces. The analytical construction of these surfaces is achieved with the help of classical Routh–Hurvitz conditions of asymptotic stability. As an application the adjustment process proposed by T. Puu for the Cournot oligopoly model is considered in detail.">
摘要的分析表示分岔的3 d离散动力学根据分岔参数集。分岔分析的过程提出了代表三维细化和规范的通用算法