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Manifold Correlation Graph for Semi-Supervised Learning

机译:半监督学习的流形相关图

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Due to the growing availability of unlabeled data and the difficulties in obtaining labeled data, the use of semi-supervised learning approaches becomes even more promising. The capacity of taking into account the dataset structure is of crucial relevance for effectively considering the unlabeled data. In this paper, a novel classifier is proposed through a manifold learning approach. The graph is constructed based on a new hybrid similarity measure which encodes both supervised and unsupervised information. Next, strongly connected components are computed and used to analyze the dataset manifold. The classification is performed through a voting scheme based on primary (labeled) and secondary (unlabeled) voters. An experimental evaluation is conducted, considering various datasets, diverse situations of training/test dataset sizes and comparison with baselines. The proposed method achieved positive results in most of situations.
机译:由于未标记数据的可用性不断增长以及获取标记数据的困难,半监督学习方法的使用变得更加有前途。考虑数据集结构的能力对于有效考虑未标记的数据至关重要。在本文中,通过多种学习方法提出了一种新颖的分类器。该图是基于新的混合相似性度量构建的,该度量对受监管信息和不受监管信息进行编码。接下来,计算强连接的组件,并将其用于分析数据集流形。通过基于主要(标记)和次要(未标记)选民的投票方案进行分类。进行实验评估时要考虑各种数据集,训练/测试数据集大小的不同情况以及与基准的比较。所提出的方法在大多数情况下都取得了积极的成果。

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