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Notes on 'Modeling the dynamics of concurrent computing systems'

机译:关于“对并行计算系统的动力学建模”的注释

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摘要

The quasi-pseudometric d_(is contained in) expresses the difference between each ordered pair of elements belonging to p({0, 1}~n). Actually, it is equal to 0 when the first set is a subset of the second one. So, we could define kinds of quasi-pseudoperiodic orbit or quasi-pseudofixed point, which are in fact periodic or fixed orbits considering the quasi-pseudometric d_(is contained in). This infers a new possibility in the study of the dynamics, because when the evolution of the initial set arrives at a subset of it, we have the future evolution under control. Nevertheless, describing the orbit structure of a given Petri net seems difficult. Obviously, one could count all the diverse orbits, but, for a state space big enough, this could be very hard.
机译:准伪d_(包含在其中)表示属于p({0,1}〜n)的每个有序元素对之间的差异。实际上,当第一个集合是第二个集合的子集时,它等于0。因此,我们可以定义准拟超周期轨道或拟伪定点的种类,实际上是考虑准拟d_(包含在其中)的周期性或固定轨道。这为动力学研究提供了一种新的可能性,因为当初始集合的演化到达它的一个子集时,我们就可以控制未来的演化。然而,描述给定Petri网的轨道结构似乎很困难。显然,一个人可以算出所有不同的轨道,但是,对于一个足够大的状态空间,这可能很难。

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