Distributional Policy Optimization: An Alternative Approach for Continuous Control
원문 초록
We identify a fundamental problem in policy gradient-based methods in continuous control. As policy gradient methods require the agent's underlying probability distribution, they limit policy representation to parametric distribution classes. We show that optimizing over such sets results in local movement in the action space and thus convergence to sub-optimal solutions. We suggest a novel distributional framework, able to represent arbitrary distribution functions over the continuous action space. Using this framework, we construct a generative scheme, trained using an off-policy actor-critic paradigm, which we call the Generative Actor Critic (GAC). Compared to policy gradient methods, GAC does not require knowledge of the underlying probability distribution, thereby overcoming these limitations. Empirical evaluation shows that our approach is comparable and often surpasses current state-of-the-art baselines in continuous domains.
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Equivalence of stochastic and deterministic policy gradients
KIPPO: Koopman-Inspired Proximal Policy Optimization
Deterministic Policy Gradient Primal-Dual Methods for Continuous-Space Constrained MDPs
Mollification Effects of Policy Gradient Methods
Identifying Policy Gradient Subspaces
Sparse-Reg: Improving Sample Complexity in Offline Reinforcement Learning using Sparsity
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