Joint Learning of Hyperbolic Label Embeddings for Hierarchical Multi-label Classification

42570

Authors

nan

Abstract

AbstractWe consider the problem of multi-label classification, where the labels lie on a hierarchy. However, unlike most existing works in hierarchical multi-label classification, we do not assume that the label-hierarchy is known. Encouraged by the recent success of hyperbolic embeddings in capturing hierarchical relations, we propose to jointly learn the classifier parameters as well as the label embeddings. Such a joint learning is expected to provide a twofold advantage: i) the classifier generalises better as it leverages the prior knowledge of existence of a hierarchy over the labels, and ii) in addition to the label co-occurrence information, the label-embedding may benefit from the manifold structure of the input datapoints, leading to embeddings that are more faithful to the label hierarchy. We propose a novel formulation for the joint learning and empirically evaluate its efficacy. The results show that the joint learning improves over the baseline that employs label co-occurrence based pre-trained hyperbolic embeddings. Moreover, the proposed classifiers achieve state-of-the-art generalization on standard benchmarks. We also present evaluation of the hyperbolic embeddings obtained by joint learning and show that they represent the hierarchy more accurately than the other alternatives.

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Proceedings of the 16th Conference of the European Chapter of the Association for Computational Linguistics, pages 2829–2841 April 19 - 23, 2021. ©2021 Association for Computational Linguistics 2829 Joint Learning of Hyperbolic Label Embeddings for Hierarchical Multi-label Classification Soumya Chatterjee1∗ Ayush Maheshwari1∗ Ganesh Ramakrishnan1 Saketha Nath Jagarlapudi2 1 Indian Institute of Technology Bombay 2 Indian Institute of Technology Hyderabad {soumya, ayusham, ganesh}@cse.iitb.ac.in, saketha@iith.ac.in Abstract We consider the problem of multi-label clas- sification, where the labels lie in a hierarchy. However, unlike most existing works in hier- archical multi-label classification, we do not assume that the label-hierarchy is known. En- couraged by the recent success of hyperbolic embeddings in capturing hierarchical relations, we propose to jointly learn the classifier param- eters as well as the label embeddings. Such a joint learning is expected to provide a two- fold advantage: i) the classifier generalises bet- ter as it leverages the prior knowledge of ex- istence of a hierarchy over the labels, and ii) in addition to the label co-occurrence infor- mation, the label-embedding may benefit from the manifold structure of the input datapoints, leading to embeddings that are more faithful to the label hierarchy. We propose a novel for- mulation for the joint learning and empirically evaluate its efficacy. The results show that the joint learning improves over the baseline that employs label co-occurrence based pre-trained hyperbolic embeddings. Moreover, the pro- posed classifiers achieve state-of-the-art gen- eralization on standard benchmarks. We also present evaluation of the hyperbolic embed- dings obtained by joint learning and show that they represent the hierarchy more accurately than the other alternatives. The source code of the paper is available here. 1 Introduction The problem of multi-label text classification is well known and extensively studied in litera- ture (McCallum, 1999; Yang et al., 2009; Liu et al., 2017). The fundamental assumption is that a doc- ument is associated with multiple labels from a fixed vocabulary of labels. Often, these labels are organised in a hierarchical structure. For ex. con- sider a sample headline from the NYT (NewYork ∗Equal contribution Times) corpus “Voice Recognition Is Improving, but Don’t Stop the Elocution Lessons” for which labels are “Top/News/Technology”. Here, labels are arranged in a hierarchy, hereafter referred as label hierarchy. We undertake the task of labelling documents with classes that are hierarchically or- ganised; this problem is popularly known as hi- erarchical multi-label text classification (HMC). HMC methods have found several applications in online advertising systems (Agrawal et al., 2013), bio-informatics (Peng et al., 2016; Triguero and Vens, 2016), text classification (Rousu et al., 2006; Mao et al., 2019). The main challenge in HMC is in modelling clas- sification of the document into a large, imbalanced and structured output space. In HMC, the label taxonomy is a partially ordered set (L, ≺) where L is a finite set of all class labels. Relation ≺ refers to is-a relationship between labels, which is asymmet- ric, anti-reflexive and transitive (Silla and Freitas, 2011). Hierarchical structures can provide important insights for learning and …

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Labeled Text

AbstractWe consider the problem of multi-label classification, where the labels lie on a hierarchy. However, unlike most existing works in hierarchical multi-label classification, we do not assume that the label-hierarchy is known. Encouraged by the recent success of hyperbolic embeddings in capturing hierarchical relations, we propose to jointly learn the classifier parameters as well as the label embeddings. Such a joint learning is expected to provide a twofold advantage: i) the classifier generalises better as it leverages the prior knowledge of existence of a hierarchy over the labels, and ii) in addition to the label co-occurrence information, the label-embedding may benefit from the manifold structure of the input datapoints, leading to embeddings that are more faithful to the label hierarchy. We propose a novel formulation for the joint learning and empirically evaluate its efficacy. The results show that the joint learning improves over the baseline that employs label co-occurrence based pre-trained hyperbolic embeddings. Moreover, the proposed classifiers achieve state-of-the-art generalization on standard benchmarks. We also present evaluation of the hyperbolic embeddings obtained by joint learning and show that they represent the hierarchy more accurately than the other alternatives.

Publication Details

Paper ID:
42570
Year:
2021
Publication:
TIPSTER
Publication Type:
conf
DOI:
nan