Information-Theoretic Methods in Deep Learning: Theory and Applications
A special issue of Entropy (ISSN 1099-4300). This special issue belongs to the section "Information Theory, Probability and Statistics".
Deadline for manuscript submissions: closed (15 May 2024) | Viewed by 27057
Special Issue Editors
Interests: information theoretic learning; information bottleneck; deep learning; artificial general intelligence; correntropy
Interests: information theory of deep neural network; explainable/interpretable AI; machine learning in non-stationary environments; time series analysis; brain network analysis
Interests: machine learning for signal processing; information theoretic learning; representation learning; computer vision; computational neuroscience
Special Issues, Collections and Topics in MDPI journals
Interests: information theoretic learning; artificial intelligence; cognitive science; adaptive filtering; brain machine learning; robotics
Special Issues, Collections and Topics in MDPI journals
Special Issue Information
Dear Colleagues,
Information theory is a mathematical infrastructure to deal with manipulation of information. It has a significant influence on the design of efficient and reliable communication systems. Information theoretic learning (ITL) has attracted increasing attention in the field of deep learning in recent years. It provides useful descriptions of the underlying behavior of random variables or processes to develop and analyze deep models. Novel ITL estimators and principles have been used for different deep learning problems, such as mutual information neural estimator for representation learning with the information maximization principle; and the principle of relevant information for redundancy compression and graph sparsification. As a vital approach to describe performance constraints and design mappings, ITL has essential applications in supervised, unsupervised and reinforcement learning problems, such as classification, clustering, and sequential decision making. In this field, information bottleneck (IB) aims at the right balance between data fit and generalization based on the mutual information as both a regularizer and a cost function. The IB theory helps to better understand the basic limits of learning problems, such as the learning performance of deep neural networks, geometric clustering, and extracting the Gaussian part of a signal, etc.
In recent years, researchers have revealed that ITL provides a powerful paradigm for analyzing neural networks by shedding light on the layered structure, generalization capabilities and learning dynamics. For example, the IB theory have demonstrated great potential to solve critical problems in deep learning, including understanding and analyzing black-box neural networks, and serving as an optimization criterion for training deep neural networks. Divergence estimation is another approach with a broad range of applications including domain shift detection, domain adaptation, generative modeling, and model regularization
With the development of ITL theory, we believe that ITL can provide new perspectives, theories, and algorithms to the challenging problems of deep learning. Therefore, this Special Issue aims at reporting the latest developments on ITL methods and their applications. Topics of interest include but are not limited to:
- Information-Theoretic Quantities and Estimators;
- Information-Theoretic Principles and Regularization in deep neural networks;
- Interpretation and explanation of deep learning models with information-theoretic methods;
- Information theoretic methods for distributed deep learning;
- Information theoretic methods for brain inspired neural networks;
- Information Bottleneck in deep representation learning;
- Representation learning beyond the Information Bottleneck, such as total correlation explanation and principles of relevant information.
Dr. Shuangming Yang
Dr. Shujian Yu
Dr. Luis Gonzalo Sánchez Giraldo
Prof. Dr. Badong Chen
Guest Editors
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Keywords
- information theoretic learning
- information bottleneck
- deep learning
- neural networks
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