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Complexity measures of large systems and their efficient algorithm based on the disjoint cut set method

机译:基于不相交割集方法的大型系统复杂性测度及其高效算法

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摘要

In this paper, two complexity measures of large systems are proposed and a new algorithm based on the disjoint cut set method is presented to compute the complexity measures efficiency. Since the informational and diagnostic entropies reported in the literature do not reflect the structure of a system, an operational entropy (H/sub O/) and an inoperative entropy (H/sub I/) are proposed in this paper to measure the system complexity incorporating the system structure. In addition, an efficient calculational method is provided. The algorithm is exact since it involves no approximation, easy to understand, and computationally efficient.
机译:本文提出了两种大型系统的复杂度度量,并提出了一种基于不相交割集方法的新算法来计算复杂度度量的效率。由于文献中报道的信息熵和诊断熵不能反映系统的结构,因此本文提出了操作熵(H / sub O /)和非操作熵(H / sub I /)来衡量系统的复杂性合并系统结构。另外,提供了一种有效的计算方法。该算法是精确的,因为它不涉及任何近似,易于理解且计算效率高。

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