BatchRank: A Novel Batch Mode Active Learning Framework for Hierarchical Classification

Shayok Chakraborty, V. Balasubramanian, Adepu Ravi Sankar, S. Panchanathan, Jieping Ye
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引用次数: 10

Abstract

Active learning algorithms automatically identify the salient and exemplar instances from large amounts of unlabeled data and thus reduce human annotation effort in inducing a classification model. More recently, Batch Mode Active Learning (BMAL) techniques have been proposed, where a batch of data samples is selected simultaneously from an unlabeled set. Most active learning algorithms assume a flat label space, that is, they consider the class labels to be independent. However, in many applications, the set of class labels are organized in a hierarchical tree structure, with the leaf nodes as outputs and the internal nodes as clusters of outputs at multiple levels of granularity. In this paper, we propose a novel BMAL algorithm (BatchRank) for hierarchical classification. The sample selection is posed as an NP-hard integer quadratic programming problem and a convex relaxation (based on linear programming) is derived, whose solution is further improved by an iterative truncated power method. Finally, a deterministic bound is established on the quality of the solution. Our empirical results on several challenging, real-world datasets from multiple domains, corroborate the potential of the proposed framework for real-world hierarchical classification applications.
BatchRank:一种新的批处理模式层次分类主动学习框架
主动学习算法自动从大量未标记的数据中识别突出的和典型的实例,从而减少人工注释在归纳分类模型中的工作量。最近,批量模式主动学习(BMAL)技术被提出,其中一批数据样本从一个未标记的集合中同时选择。大多数主动学习算法假设一个平坦的标签空间,也就是说,它们认为类标签是独立的。然而,在许多应用程序中,类标签集以分层树结构组织,叶子节点作为输出,内部节点作为多个粒度级别的输出集群。本文提出了一种新的BMAL分层分类算法(BatchRank)。将样本选择作为一个NP-hard整数二次规划问题,推导了一个基于线性规划的凸松弛问题,并用迭代截断幂方法进一步改进了该问题的求解。最后,建立了求解质量的确定性界。我们对来自多个领域的几个具有挑战性的真实世界数据集的实证结果证实了所提出的框架在真实世界分层分类应用中的潜力。
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