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Measurement of Fairness in Process Models Using Entropy and Stochastic Petri Nets

机译:使用熵和随机培养网测量过程模型中的公平性

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Measurements of various properties of the process models in the last few years become relatively widely explored area. These are properties such as uncertainty, complexity, readability or cohesion of process models. Quantification of these properties can provide better insight in term of, for instance, userfriendliness, predictability, clarity, etc. of the process model. The aim of this work is to design a method for quantification of fairness in the process models which are modelled using stochastic Petri nets. The method is based on mapping the set of all reachable markings of Petri net into Markov chain and then quantification of entropy from stationary probabilities of the individual places (all places or a specific subset). The resulting value of fairness is from the interval <0, 1>.
机译:在过去几年中,过程模型的各种性质的测量变为相对广泛的探索区域。这些是属性,例如不确定度,复杂性,可读性或过程模型的凝聚力。这些属性的量化可以在例如过程模型的userfrienctliness,可预测性,清晰度等方面提供更好的洞察力。这项工作的目的是设计一种在使用随机培养网建模的过程模型中定量公平性的方法。该方法基于将Petri网的所有可达标记的集合映射到马尔可夫链中,然后从各个地方的静止概率(所有位置或特定子集)的静止概率量化。结果的公平性来自间隔<0,1>。

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