Maximum Entropy
Maximum entropy (MaxEnt) methods aim to find the probability distribution that best represents available data while maximizing uncertainty, minimizing bias, and avoiding unwarranted assumptions. Current research focuses on applying MaxEnt principles to diverse areas, including causal inference, reinforcement learning (with algorithms like Soft Actor-Critic and novel approaches like Matryoshka Policy Gradient), and improving the efficiency of MaxEnt model training for large datasets. These advancements are impacting fields like machine learning, physics-aware prediction, and traffic modeling by providing robust and generalizable solutions to complex problems involving uncertainty and incomplete information.
Papers
TAB-Fields: A Maximum Entropy Framework for Mission-Aware Adversarial Planning
Gokul Puthumanaillam, Jae Hyuk Song, Nurzhan Yesmagambet, Shinkyu Park, Melkior Ornik
MEP-Net: Generating Solutions to Scientific Problems with Limited Knowledge by Maximum Entropy Principle
Wuyue Yang, Liangrong Peng, Guojie Li, Liu Hong