The whole and its parts: Visualizing Gaussian mixture models

IF 3.8 3区 计算机科学 Q2 COMPUTER SCIENCE, INFORMATION SYSTEMS Visual Informatics Pub Date : 2024-06-01 DOI:10.1016/j.visinf.2024.04.005
Joachim Giesen , Philipp Lucas , Linda Pfeiffer , Laines Schmalwasser , Kai Lawonn
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Abstract

Gaussian mixture models are classical but still popular machine learning models. An appealing feature of Gaussian mixture models is their tractability, that is, they can be learned efficiently and exactly from data, and also support efficient exact inference queries like soft clustering data points. Only seemingly simple, Gaussian mixture models can be hard to understand. There are at least four aspects to understanding Gaussian mixture models, namely, understanding the whole distribution, its individual parts (mixture components), the relationships between the parts, and the interplay of the whole and its parts. In a structured literature review of applications of Gaussian mixture models, we found the need for supporting all four aspects. To identify candidate visualizations that effectively aid the user needs, we structure the available design space along three different representations of Gaussian mixture models, namely as functions, sets of parameters, and sampling processes. From the design space, we implemented three design concepts that visualize the overall distribution together with its components. Finally, we assessed the practical usefulness of the design concepts with respect to the different user needs in expert interviews and an insight-based user study.

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整体及其部分高斯混合模型可视化
高斯混合模型是一种经典但仍然流行的机器学习模型。高斯混合模型的一个吸引人的特点是其可操作性,即可以从数据中高效、精确地学习,也支持高效精确的推理查询,如软聚类数据点。高斯混合物模型看似简单,却很难理解。理解高斯混合物模型至少有四个方面,即理解整个分布、各个部分(混合物成分)、各部分之间的关系以及整体与部分之间的相互作用。在对高斯混合模型应用的结构化文献回顾中,我们发现需要对所有四个方面提供支持。为了确定能有效满足用户需求的可视化候选方案,我们按照高斯混合模型的三种不同表现形式,即函数、参数集和采样过程,构建了可用的设计空间。从设计空间中,我们实现了三种设计概念,将整体分布及其组成部分可视化。最后,我们通过专家访谈和基于洞察力的用户研究,针对不同的用户需求评估了设计概念的实用性。
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来源期刊
Visual Informatics
Visual Informatics Computer Science-Computer Graphics and Computer-Aided Design
CiteScore
6.70
自引率
3.30%
发文量
33
审稿时长
79 days
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