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A Shannon entropy-based conflict measure for enhancing granular computing-based information processing

机译:基于Shannon熵的冲突度量,用于增强基于粒度计算的信息处理

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One of the aims of the human-like computational paradigm of granular computing (GrC) is to discover — and capture — high-level knowledge from raw data in the form of information granules. In real-world applications, information is often associated with uncertainty due to factors such as measurement imprecision, low process repeatability, as well as sparse data measurements. Hence, data uncertainty should be taken into consideration while carrying out information granulation. In this paper, a framework of iterative information granulation is presented that for the first time in the literature is enhanced with measures of uncertainty during the granulation process. A special case study is investigated, one of a complex manufacturing processes and associated information consisting of sparse, often conflicting data (measurements). An algorithmic procedure is proposed for quantifying the uncertainty caused by conflict during the iterative information granulation process; this is achieved via the use of the Shannon entropy theory to capture uncertainty during the iterative merging of the information granules. The resulting conflict measure is used to ‘guide’ the granulation process into solutions of low-conflict granules. The result is an enhanced granular information set, in terms of distinguishability and interpretability. The granular data set is then ‘mapped’ into the linguistic terms of a Neural-Fuzzy (NF) rule-base to form a model that represents the process under investigation. The proposed GrC-NF methodology is applied to the complex manufacturing process of Friction Stir Welding (FSW) of steel. It is shown how the proposed framework is able to capture good quality information granules from raw process data, which are then mapped into a Neural-Fuzzy model that predicts the resulting torque on the FSW tool with more than 90% accuracy.
机译:类似人类的粒度计算(GrC)计算范例的目标之一是从原始数据中以信息颗粒的形式发现并捕获高级知识。在实际应用中,由于测量不精确,过程可重复性低以及数据稀疏等因素,信息通常与不确定性相关联。因此,在进行信息粒化时应考虑数据不确定性。在本文中,提出了一种迭代信息粒化的框架,该文献首次在粒化过程中增加了不确定性措施。研究了一个特殊的案例研究,该案例是一个复杂的制造过程和相关信息,其中包含稀疏且经常相互冲突的数据(度量)。提出了一种算法程序,用于量化迭代信息粒化过程中由冲突引起的不确定性。这是通过使用Shannon熵理论来捕获信息粒子的迭代合并过程中的不确定性而实现的。产生的冲突度量用于将制粒过程“引导”到低冲突颗粒的解决方案中。结果是在可区分性和可解释性方面增强了颗粒信息集。然后,将粒状数据集“映射”到神经模糊(NF)规则库的语言术语中,以形成代表所研究过程的模型。拟议的GrC-NF方法论被应用于复杂的钢搅拌摩擦焊(FSW)制造过程。展示了所提出的框架如何能够从原始过程数据中捕获高质量的信息颗粒,然后将其映射到神经模糊模型中,该模型可以以90%以上的精度预测FSW工具上产生的扭矩。

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