Mutual Information
Also known as MI
Overview
Mutual information quantifies how much observing one variable reduces uncertainty about another, making it a common language for dependence, prediction, and information carried by learned representations. Work ranges from Shannon and conditional mutual information bounds to information bottleneck theory, contrastive and neural estimators, and Rényi or Sibson variants for robust and task-specific information gain. These tools help shape self-supervised representations, select features or experiments, assess multimodal access and communication, and bound generalization in statistical learning. A central tension is that finite-sample estimates can saturate or depend strongly on modeling assumptions, while high mutual information or apparent compression does not by itself guarantee useful representations or better generalization.
Latest papers
26 papers4 papers in the last four weeks, up 33% on the four weeks before. 0.0% of all new papers.