4.6 Article

Ensemble Teaching for Hybrid Label Propagation

期刊

IEEE TRANSACTIONS ON CYBERNETICS
卷 49, 期 2, 页码 388-402

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TCYB.2017.2773562

关键词

Block coordinate descent (BCD); ensemble learning; label propagation; machine teaching

资金

  1. NSF of China [61602246, 61572315, 91420201, 61472187, 61502235, 61233011, 61373063]
  2. 973 Plan of China [2014CB349303, 2015CB856004]
  3. Program for Changjiang Scholars of the NSF of Jiangsu Province [BK20171430]
  4. Open Project Program of Fujian Provincial Key Laboratory of Information Processing and Intelligent Control, Minjiang University [MJUKF201723]
  5. Australian Research Council [FL-170100117, DP-140102164, LP-150100671]

向作者/读者索取更多资源

Label propagation aims to iteratively diffuse the label information from labeled examples to unlabeled examples over a similarity graph. Current label propagation algorithms cannot consistently yield satisfactory performance due to two reasons: one is the instability of single propagation method in dealing with various practical data, and the other one is the improper propagation sequence ignoring the labeling difficulties of different examples. To remedy above defects, this paper proposes a novel propagation algorithm called hybrid diffusion under ensemble teaching (HyDEnT). Specifically, HyDEnT integrates multiple propagation methods as base learners to fully exploit their individual wisdom, which helps HyDEnT to be stable and obtain consistent encouraging results. More importantly, HyDEnT conducts propagation under the guidance of an ensemble of teachers. That is to say, in every propagation round the simplest curriculum examples are wisely designated by a teaching algorithm, so that their labels can be reliably and accurately decided by the learners. To optimally choose these simplest examples, every teacher in the ensemble should comprehensively consider the examples' difficulties from its own viewpoint, as well as the common knowledge shared by all the teachers. This is accomplished by a designed optimization problem, which can be efficiently solved via the block coordinate descent method. Thanks to the efforts of the teachers, all the unlabeled examples are logically propagated from simple to difficult, leading to better propagation quality of HyDEnT than the existing methods. Experiments on six popular datasets reveal that HyDEnT achieves the highest classification accuracy when compared with six state-of-the-art propagation methodologies such as harmonic functions, Fick's law assisted propagation, linear neighborhood propagation, semisupervised ensemble learning, bipartite graph-based consensus maximization, and teaching-to-learn and learning-to-teach.

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