arXivDaily arXiv每日学术速递 周一至周五更新
arXiv 2203.09809cs.LG
收藏

基于自适应阈值的对称相对密度比率近端策略优化

Proximal Policy Optimization with Adaptive Threshold for Symmetric Relative Density Ratio

Nara Institute of Science and Technology(奈良先端科学技术大学院大学)

Taisuke Kobayashi

AI总结:

本文提出基于相对 Pearson 散度的 PPO-RPE 算法,利用对称相对密度比率自适应设计阈值以估计误差尺度,实验证明其能适当限制策略更新并提升任务表现。

摘要:

深度强化学习(DRL)是将机器人引入复杂环境的有前景的方法之一。DRL 近期的显著进展依赖于策略正则化,这允许策略稳定且高效地改进。一种流行的方法,即近端策略优化(PPO)及其变体,在密度比率超过给定阈值时约束最新策略和基线策略的密度比率。该阈值的设计相对直观,事实上已有文献建议了其推荐取值范围。然而,密度比率关于其中心是不对称的,且其偏离中心可能产生的误差尺度(应接近阈值)取决于基线策略的给定方式。为了最大化策略正则化的价值,本文提出了一种利用相对 Pearson(RPE)散度推导的新 PPO,即 PPO-RPE,以自适应地设计阈值。在 PPO-RPE 中,可形成对称形式的相对密度比率取代了原始密度比率。得益于这种对称性,其偏离中心的误差尺度易于估计,因此阈值能够根据估计的误差尺度进行自适应调整。通过三个简单的基准仿真,揭示了依赖于算法的阈值设计的重要性。通过仿真额外的四个运动任务,验证了所提方法通过适当地限制策略更新,在统计上对任务完成有贡献。

英文摘要:

Deep reinforcement learning (DRL) is one of the promising approaches for introducing robots into complicated environments. The recent remarkable progress of DRL stands on regularization of policy, which allows the policy to improve stably and efficiently. A popular method, so-called proximal policy optimization (PPO), and its variants constrain density ratio of the latest and baseline policies when the density ratio exceeds a given threshold. This threshold can be designed relatively intuitively, and in fact its recommended value range has been suggested. However, the density ratio is asymmetric for its center, and the possible error scale from its center, which should be close to the threshold, would depend on how the baseline policy is given. In order to maximize the values of regularization of policy, this paper proposes a new PPO derived using relative Pearson (RPE) divergence, therefore so-called PPO-RPE, to design the threshold adaptively. In PPO-RPE, the relative density ratio, which can be formed with symmetry, replaces the raw density ratio. Thanks to this symmetry, its error scale from center can easily be estimated, hence, the threshold can be adapted for the estimated error scale. From three simple benchmark simulations, the importance of algorithm-dependent threshold design is revealed. By simulating additional four locomotion tasks, it is verified that the proposed method statistically contributes to task accomplishment by appropriately restricting the policy updates.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

↑