Softmax Policy

Softmax policy gradient methods optimize policies in reinforcement learning by parameterizing action probabilities using a softmax function, aiming to find optimal strategies for maximizing cumulative rewards. Current research focuses on improving the convergence speed and robustness of these methods, exploring techniques like Nesterov's accelerated gradient, dynamic policy gradients, and novel estimators to address issues such as suboptimal policy saturation and the challenges posed by non-concave objective functions. These advancements enhance the efficiency and applicability of reinforcement learning algorithms across various domains, including multi-agent systems and constrained Markov decision processes, leading to improved performance in practical applications.

Papers