Prototype Regularized Manifold Regularization Technique for Semi-Supervised Online Extreme Learning Machine.

Sensors (Basel)

Data Analytics and Artificial Intelligence (DAAI) Research Group, Department of Computing and Data Science, School of Computing and Digital Technology, Birmingham City University, Birmingham B4 7XG, UK.

Published: April 2022

AI Article Synopsis

  • Data streaming applications, especially in IoT, often deal with unlabeled sequential data from sensors, making traditional supervised learning challenging.
  • The online manifold regularization technique helps with learning from partially labeled data but typically requires the determination of the radial basis function (RBF) kernel width parameter, which is difficult to set without a lot of labeled data.
  • The proposed solution eliminates the RBF kernel by integrating prototype learning, allowing for faster learning and better classification performance, making the approach more practical for scenarios with limited labeled data.

Article Abstract

Data streaming applications such as the Internet of Things (IoT) require processing or predicting from sequential data from various sensors. However, most of the data are unlabeled, making applying fully supervised learning algorithms impossible. The online manifold regularization approach allows sequential learning from partially labeled data, which is useful for sequential learning in environments with scarcely labeled data. Unfortunately, the manifold regularization technique does not work out of the box as it requires determining the radial basis function (RBF) kernel width parameter. The RBF kernel width parameter directly impacts the performance as it is used to inform the model to which class each piece of data most likely belongs. The width parameter is often determined off-line via hyperparameter search, where a vast amount of labeled data is required. Therefore, it limits its utility in applications where it is difficult to collect a great deal of labeled data, such as data stream mining. To address this issue, we proposed eliminating the RBF kernel from the manifold regularization technique altogether by combining the manifold regularization technique with a prototype learning method, which uses a finite set of prototypes to approximate the entire data set. Compared to other manifold regularization approaches, this approach instead queries the prototype-based learner to find the most similar samples for each sample instead of relying on the RBF kernel. Thus, it no longer necessitates the RBF kernel, which improves its practicality. The proposed approach can learn faster and achieve a higher classification performance than other manifold regularization techniques based on experiments on benchmark data sets. Results showed that the proposed approach can perform well even without using the RBF kernel, which improves the practicality of manifold regularization techniques for semi-supervised learning.

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Source
http://www.ncbi.nlm.nih.gov/pmc/articles/PMC9101820PMC
http://dx.doi.org/10.3390/s22093113DOI Listing

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