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Detecting Clusters in Atom Probe Data with Gaussian Mixture Models

机译:通过高斯混合模型检测原子探测数据中的簇

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摘要

Accurately identifying and extracting clusters from atom probe tomography (APT) reconstructions is extremely challenging, yet critical to many applications. Currently, the most prevalent approach to detect clusters is the maximum separation method, a heuristic that relies heavily upon parameters manually chosen by the user. In this work, a new clustering algorithm, Gaussian mixture model Expectation Maximization Algorithm (GEMA), was developed. GEMA utilizes a Gaussian mixture model to probabilistically distinguish clusters from random fluctuations in the matrix. This machine learning approach maximizes the data likelihood via expectation maximization: given atomic positions, the algorithm learns the position, size, and width of each cluster. A key advantage of GEMA is that atoms are probabilistically assigned to clusters, thus reflecting scientifically meaningful uncertainty regarding atoms located near precipitate/matrix interfaces. GEMA outperforms the maximum separation method in cluster detection accuracy when applied to several realistically simulated data sets. Lastly, GEMA was successfully applied to real APT data.
机译:从原子探测断层扫描(APT)重建的准确识别和提取群集非常具有挑战性,对许多应用来说至关重要。目前,最普遍的检测集群方法是最大分离方法,启发式依赖于用户手动选择的参数。在这项工作中,开发了一种新的聚类算法,高斯混合模型期望最大化算法(Gema)。 GEMA利用高斯混合模型来概率地区分从基质中的随机波动区分簇。本机学习方法通​​过期望最大化最大化数据似然性:给定的原子位置,算法学习每个群集的位置,大小和宽度。 Gema的一个关键优势是原子是概率地分配给簇的,因此反映了位于沉淀/基质界面附近的原子的科学有意义的不确定性。在应用于几个现实模拟的数据集时,GEMA在集群检测精度中的最大分离方法效果。最后,Gema成功应用于真正的APT数据。

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