Study on the Principle of Least Action for Dissipative Neural Coupling Solitons
Zhendong Mu · Journal of Jiangxi Blue Sky University · 2009
Based on the neural wave motion equation which describes coupling oscillation of neural sets,the paper studies the properties of dissipation and interaction of neural coupling solutions by applying the least action principle.The result deduced from analyzing soliton parametric equations indicates that dissipative effect leads to amplitude decrease and the interaction between the coupling solitons is attraction.More analyses show that the power of attraction in the same cortex is bigger than in the different context and interaction is also weakened by dissipation.