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Polar Encoding: A Simple Baseline Approach for Classification With Missing Values

delete2024-05-01
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PRE
AI
O
Oliver Urs Lenz *
D
Daniel Peralta
C
Chris Cornelis
DOI:10.1109/TFUZZ.2024.3367419delete
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摘要

摘要

En 中文
We propose polar encoding, a representation of categorical and numerical [0, 1]-valued attributes with missing values to be used in a classification context. We argue that this is a good baseline approach, because it can be used with any classification algorithm, preserves missingness information, is very simple to apply, and offers good performance. In particular, unlike the existing missing-indicator approach, it does not require imputation, ensures that missing values are equidistant from nonmissing values, and lets decision tree algorithms choose how to split missing values, thereby, providing a practical realization of the missingness incorporated in attributes proposal. Furthermore, we show that categorical and [0, 1]-valued attributes can be viewed as special cases of a single attribute type, corresponding to the classical concept of barycentric coordinates, and that this offers a natural interpretation of polar encoding as a fuzzified form of one-hot encoding. With an experiment based on twenty real-life datasets with missing values, we show that, in terms of the resulting classification performance, polar encoding performs better than the state-of-the-art strategies multiple imputation by chained equations and multiple imputation with denoising autoencoders and - depending on the classifier - about as well or better than mean/mode imputation with missing-indicators.
Keyword:
Barycentric coordinates
classification
decision trees
fuzzy partitions
missing values
missingness incorporated in attributes (MIA)
nearest neighbors
one-hot encoding

期刊

IEEE Transactions on Fuzzy Systems 封面图
IEEE Transactions on Fuzzy Systems
IF:
11.9
论文数:
5.0K
被引数:
2.9W

机构

G
Ghent University
学者数:
5.2W
论文数: 4.5W
被引数: 5.5W
L
leiden university - excl lumc
学者数:
3.5W
论文数: 2.9W
被引数: 46
L
Leiden University
学者数:
4.0W
论文数: 3.3W
被引数: 3.8W
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