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Minimal attractor embedding dimension for discrete dynamic system using state-space method: theoretical ground

机译:采用国家空间方法的离散动态系统最小吸引力嵌入尺寸:理论奠定

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The theoretical substantiation of a locally topological method for defining a minimum attractor embedding dimension on the basis of state-space method of a dynamic system description is supposed. The numerical modeling of various types of discrete dynamic systems on the computer is carried out with the purpose of verification of theoretical principles, which are the underlying principles for a minimum dimension computation method of such system attractor embedding.
机译:假设基于动态系统描述的状态空间方法定义最小吸引子嵌入尺寸的局部拓扑方法的理论证实。 通过验证理论原理的目的,对计算机上各种类型的离散动态系统进行数值建模,这是这种系统吸引器嵌入的最小尺寸计算方法的基本原理。

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