作者: E. Başar , R. Quian Quiroga
DOI: 10.1007/978-3-642-72192-2_11
关键词: Context (language use) 、 Nonlinear system 、 Classical mechanics 、 Phase space 、 Randomness 、 Lyapunov exponent 、 Psychology 、 Chaotic 、 Correlation dimension 、 Artificial intelligence 、 Motion (geometry)
摘要: In the present context we understand chaos to refer irregular fluctuation that is, however, described by deterministic equations, as distinct from indeterminate obeys definitions of randomness (see Fig. 10.1a). The problem nonlinear dynamics originates in planetary motion. Henri Poincare was first investigate complex behavior simple mathematical systems. He analyzed topological structures phase space and discovered equation for motion planets could display an or chaotic (Poincare 1892). A basis this later given Birkhoff (1932).