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N-ary decomposition for multi-class classification
- Zhou, Joey Tianyi;
- Tsang, Ivor W.;
- Ho, Shen-Shyang;
- Mueller, Klaus-Robert
WEB OF SCIENCE
26SCOPUS
31초록
A common way of solving a multi-class classification problem is to decompose it into a collection of simpler two-class problems. One major disadvantage is that with such a binary decomposition scheme it may be difficult to represent subtle between-class differences in many-class classification problems due to limited choices of binary-value partitions. To overcome this challenge, we propose a new decomposition method called N-ary decomposition that decomposes the original multi-class problem into a set of simpler multi-class subproblems. We theoretically show that the proposed N-ary decomposition could be unified into the framework of error correcting output codes and give the generalization error bound of an N-ary decomposition for multi-class classification. Extensive experimental results demonstrate the state-of-the-art performance of our approach.
키워드
- 제목
- N-ary decomposition for multi-class classification
- 저자
- Zhou, Joey Tianyi; Tsang, Ivor W.; Ho, Shen-Shyang; Mueller, Klaus-Robert
- 발행일
- 2019-05
- 유형
- Article; Proceedings Paper
- 저널명
- Machine Learning
- 권
- 108
- 호
- 5
- 페이지
- 809 ~ 830