与一个典型、简单的 2 位的问题,多代理人的一个动态模型社会进化算法(MASEA ) 被动态方法构造。然后, MASEA 的全球动态形状包括地被分析,普通进化操作员正式也被描述。而且,每个进化操作员在动态形状上有的效果被固定的点的吸引力分析在模型发现。MASEA 的全球集中也被证明。
With a typical and simple 2-bit problem, a dynamic model of multi-agent social evolutionary algorithm (MASEA) is constructed by dynamic method. Then, the global dynamic shape of MASEA is comprehensively analyzed and the common evolution operators are also formally described. Furthermore, the effect that every evolutionary operator has on the dynamic shape is discovered by attraction analysis of the fixed points in the models. The global convergence of MASEA is also proved.