cellular

说明：  元胞自动机(CA)在实质上看来是一个元胞空间，这个空间被一些很有规则的网格分割成一系列的元胞，每一个被分割出来的单个元胞的状态属性都是有限而离散的，而每一个被分割出来的元胞它的演化的规则也都是局部的，依照这些局部的规则，元胞都会在离散的时间维度上实时更新自身的状态属性，经过这一系列复杂的实时动态演化过程，元胞自动机形成一套完整的动力学系统循环。和一般意义上的动力模型不一样，CA将物理方程替换成为了演化规则[9]。
(Cellular automata (CA) is essentially a cellular space, which is divided into a series of cells by some regular meshes. The state attributes of each separated cell are finite and discrete, and the evolution rules of each separated cell are also local. According to these local rules, cells will be discrete in time. Real-time updating of state attributes in inter-dimension forms a complete dynamic system cycle through a series of complex real-time dynamic evolution processes. Unlike the general dynamic model, CA replaces the physical equation with the evolutionary rule [9].)