正规化(语言学)
黑森矩阵
歧管对齐
歧管(流体力学)
拉普拉斯算子
支持向量机的正则化研究进展
人工智能
数学
非线性降维
计算机科学
模式识别(心理学)
算法
应用数学
反问题
数学分析
降维
Tikhonov正则化
工程类
机械工程
作者
Yang Li,Dapeng Tao,Weifeng Liu,Yanjiang Wang
标识
DOI:10.1109/spac.2014.6982688
摘要
Semi-supervised learning algorithms that combine labeled and unlabeled data receive significant interests in recent years and are successfully deployed in many practical data mining applications. Manifold regularization, one of the most representative works, tries to explore the geometry of the intrinsic data probability distribution by penalizing the classification function along the implicit manifold. Although existing manifold regularization, including Laplacian regularization (LR) and Hessian regularization (HR), yields significant benefits for partially labeled classification, it is observed that LR suffers from the poor generalization and HR exhibits the characteristic of instability, both manifold regularization could not accurately reflect the ground-truth. To remedy the problems in single manifold regularization and approximate the intrinsic manifold, we propose Manifold Regularized Co-Training(Co-Re) framework, which combines the manifold regularization (LR and HR) and the algorithm co-training. Extensive experiments on the USAA video dataset are conducted and validate the effectiveness of Co-Re by comparing it with baseline manifold regularization algorithms.
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