Markov Reward Process

Markov Reward Processes (MRPs) model sequential decision-making problems where an agent receives rewards based on its actions and the resulting state transitions. Current research focuses on improving the efficiency and robustness of algorithms for solving MRP-based problems, particularly in reinforcement learning contexts, including developing novel exploration strategies, addressing limitations in offline imitation learning, and enhancing the convergence and sample efficiency of algorithms like Temporal Difference learning and Natural Policy Gradient methods. These advancements are crucial for tackling complex real-world applications, such as resource allocation, robotics control, and even supervised learning tasks where data dependencies are better modeled through MRP frameworks.

Papers