CAJ | 학술논문

为了研究具有时滞的神经网络系统中复杂的动力学的特性,该文对一个明确的时滞的具有两个神经元的分数阶混沌神经网络系统,设计出一个求解该分数阶混沌神经网络系统的数值算法.在此基础上,利用拉普斯变换理论证明了该系统的可同步性,并通过数值仿真验证了同步的有效性.
위료연구구유시체적신경망락계통중복잡적동역학적특성,해문대일개명학적시체적구유량개신경원적분수계혼돈신경망락계통,설계출일개구해해분수계혼돈신경망락계통적수치산법.재차기출상,이용랍보사변환이론증명료해계통적가동보성,병통과수치방진험증료동보적유효성.
In order to study the behaviors of complex dynamics in time-delayed neural network system,an algorithm of numerical solution for a certain fractional two-neural network system with time-varying delays is designed,on which basis,its synchronization is proved by Laplace transformation theory,and the availability of its synchronization is verified by numerical simulation.