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Orientation and conformance: A HMM-based approach to online conformance checking

机译:方向与一致性:基于赫姆的在线一致性检查方法

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Online conformance checking comes with new challenges, especially in terms of time and space constraints. One fundamental challenge of explaining the conformance of a running case is in balancing between making sense at the process level as the case reaches completion and putting emphasis on the current information at the same time. In this paper, we propose an online conformance checking framework that tackles this problem by incorporating the step of estimating the "location" of the case within the scope of the modeled process before conformance computation. This means that conformance checking is broken down into two steps: orientation and conformance. The two steps are related: knowing "where" the case is with respect to the process allows a conformance explanation that is more accurate and coherent at the process level and such conformance information in turn allows better orientations. Based on Hidden Markov Models (HMM), the approach works by alternating between orienting the running case within the process and conformance computation. An implementation is available as a Python package and experimental results show that the approach yields results that correlate with prefix alignment costs under both conforming and non-conforming scenarios while maintaining constant time and space complexity per event. (C) 2020 Elsevier Ltd. All rights reserved.
机译:在线一致性检查具有新的挑战,特别是在时间和空间限制方面。解释运行情况一致性的一个根本挑战是在处理级别的意义之间进行平衡,视情况而达到完成并同时强调当前信息。在本文中,我们提出了一种在线一致性检查框架,通过结合在符合计算之前结合估计所建模过程的范围内的情况的“位置”来解决该问题的框架。这意味着一致性检查分为两个步骤:方向和一致性。这两个步骤有关:知道“在此处”的情况相对于该过程允许一致说明,其在处理级别和这种一致性信息中更准确和相干,并且依次允许更好的取向。基于隐马尔可夫模型(HMM),该方法通过在过程和一致性计算中定向运行案件之间的交替。作为Python包和实验结果,该方法表明,该方法产生的结果与符合和非符合方案下的前缀对准成本相关,同时保持每个事件的恒定时间和空间复杂性。 (c)2020 elestvier有限公司保留所有权利。

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