Mathematical analysis of transient pattern dynamics in Physarum polycephalum

一个有机体的生存取决于它在外部条件变化时决定移动的方向。在本计画中，我们提出数学模型来阐明化学反应网路适应行为的数学机制。结果发现，所提出的模型描述了一个物理化学机制之间的耦合频率的局部调制和原生质质量的全球运输。从流变学的角度阐明了决定过程。

The survival of an organism can depend upon the direction in which it decides to move in response to changes in external conditions. In this project, we proposed mathematical models to elucidate mathematical mechanism of chemical reaction network for adaptive behavior. It was found that the proposed model describes a physicochemical mechanism of coupling between the local modulation of frequency and the global transport of protoplasmic mass. The decision process was clarified from a rheological point of view.