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Main Authors: Serra-Gomez, Álvaro, Ornia, Daniel Jarne, Tirumala, Dhruva, Moerland, Thomas
Format: Preprint
Published: 2025
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Online Access:https://arxiv.org/abs/2510.04280
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author Serra-Gomez, Álvaro
Ornia, Daniel Jarne
Tirumala, Dhruva
Moerland, Thomas
author_facet Serra-Gomez, Álvaro
Ornia, Daniel Jarne
Tirumala, Dhruva
Moerland, Thomas
contents Effective exploration remains a central challenge in model-based reinforcement learning (MBRL), particularly in high-dimensional continuous control tasks where sample efficiency is crucial. A prominent line of recent work leverages learned policies as proposal distributions for Model-Predictive Path Integral (MPPI) planning. Initial approaches update the sampling policy independently of the planner distribution, typically maximizing a learned value function with deterministic policy gradient and entropy regularization. However, because the states encountered during training depend on the MPPI planner, aligning the sampling policy with the planner improves the accuracy of value estimation and long-term performance. To this end, recent methods update the sampling policy by minimizing KL divergence to the planner distribution or by introducing planner-guided regularization into the policy update. In this work, we unify these MPPI-based reinforcement learning methods under a single framework by introducing Policy Optimization-Model Predictive Control (PO-MPC), a family of KL-regularized MBRL methods that integrate the planner's action distribution as a prior in policy optimization. By aligning the learned policy with the planner's behavior, PO-MPC allows more flexibility in the policy updates to trade off Return maximization and KL divergence minimization. We clarify how prior approaches emerge as special cases of this family, and we explore previously unstudied variations. Our experiments show that these extended configurations yield significant performance improvements, advancing the state of the art in MPPI-based RL.
format Preprint
id arxiv_https___arxiv_org_abs_2510_04280
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle A KL-regularization Framework for Learning to Plan with Adaptive Priors
Serra-Gomez, Álvaro
Ornia, Daniel Jarne
Tirumala, Dhruva
Moerland, Thomas
Machine Learning
Artificial Intelligence
Robotics
Effective exploration remains a central challenge in model-based reinforcement learning (MBRL), particularly in high-dimensional continuous control tasks where sample efficiency is crucial. A prominent line of recent work leverages learned policies as proposal distributions for Model-Predictive Path Integral (MPPI) planning. Initial approaches update the sampling policy independently of the planner distribution, typically maximizing a learned value function with deterministic policy gradient and entropy regularization. However, because the states encountered during training depend on the MPPI planner, aligning the sampling policy with the planner improves the accuracy of value estimation and long-term performance. To this end, recent methods update the sampling policy by minimizing KL divergence to the planner distribution or by introducing planner-guided regularization into the policy update. In this work, we unify these MPPI-based reinforcement learning methods under a single framework by introducing Policy Optimization-Model Predictive Control (PO-MPC), a family of KL-regularized MBRL methods that integrate the planner's action distribution as a prior in policy optimization. By aligning the learned policy with the planner's behavior, PO-MPC allows more flexibility in the policy updates to trade off Return maximization and KL divergence minimization. We clarify how prior approaches emerge as special cases of this family, and we explore previously unstudied variations. Our experiments show that these extended configurations yield significant performance improvements, advancing the state of the art in MPPI-based RL.
title A KL-regularization Framework for Learning to Plan with Adaptive Priors
topic Machine Learning
Artificial Intelligence
Robotics
url https://arxiv.org/abs/2510.04280