摘要
非线性系统的确定性数学模型能够产生复杂的非周期性动力学行为,即混沌现象,许多领域的科学工作者对此已进行了大量、广泛的数值研究和实验分析。本文试图探讨混沌动力学在生理心理学中的意义。第一部分对混沌现象的概念、发生机制以及数值分析方法做了简单的综述,第二部分以神经系统的计算机实验结果为例讨论了混沌动力学的数值分析方法做为新的统计工具,在心理学的研究中可能得到的应用。
Deterministic mathematical models of nonlinear systems can giverise to complex aperiodic (chaotic) dynamics, which have been studiedby scientists in many fields. This paper presents considerations onchaotic dynamics of direct relevance to physiological psychology. Anelementary review of the onset and numerical analysing methods ofchaos is given. We took the computation experimental facts in neuralsystem as an example to show that there are more significance infinding some new statistical implements in psychology.
出处
《心理学报》
1987年第3期307-311,共5页
Acta Psychologica Sinica
