针对小数据集的一种效率驱动的、基于相关性的特征消除策略

IF 4.1
Carolin A. Rickert, Manuel Henkel, O. Lieleg
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引用次数: 1

摘要

随着大数据集和高效算法越来越多地用于许多问题集,机器学习领域的快速发展和最近取得的突破鼓励越来越多的科学领域利用这种计算数据分析。然而,对于许多研究问题,可用于训练机器学习(ML)模型的数据量非常有限。对付数据稀疏性引起的问题的一个重要策略是特征消除——一种旨在降低输入特征空间维数的方法。大多数这样的策略专门关注于分析成对相关性,或者它们基于与选定输出标签的关系或通过优化某个ML模型的性能度量来消除特征。然而,这些策略并不一定能从数据集中去除冗余信息,也不能应用于某些情况,例如无监督学习模型。这些限制都不适用于本文介绍的基于网络的、关联驱动的冗余消除(NETCORE)算法,其中通过考虑冗余和消除效率来减小特征向量的大小。NETCORE算法与模型无关,不需要输出标签,适用于数据集中的各种相关地形。因此,该算法有潜力成为各种机器学习管道的非常有益的预处理工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An efficiency-driven, correlation-based feature elimination strategy for small datasets
With big datasets and highly efficient algorithms becoming increasingly available for many problem sets, rapid advancements and recent breakthroughs achieved in the field of machine learning encourage more and more scientific fields to make use of such a computational data analysis. Still, for many research problems, the amount of data available for training a machine learning (ML) model is very limited. An important strategy to combat the problems arising from data sparsity is feature elimination—a method that aims at reducing the dimensionality of an input feature space. Most such strategies exclusively focus on analyzing pairwise correlations, or they eliminate features based on their relation to a selected output label or by optimizing performance measures of a certain ML model. However, those strategies do not necessarily remove redundant information from datasets and cannot be applied to certain situations, e.g., to unsupervised learning models. Neither of these limitations applies to the network-based, correlation-driven redundancy elimination (NETCORE) algorithm introduced here, where the size of a feature vector is reduced by considering both redundancy and elimination efficiency. The NETCORE algorithm is model-independent, does not require an output label, and is applicable to all kinds of correlation topographies within a dataset. Thus, this algorithm has the potential to be a highly beneficial preprocessing tool for various machine learning pipelines.
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