arXiv:2604.15679cs.LGcs.AI2026-04中稿 · publication in Neu…被引 1

用分层强化学习提升大脑模型的规划能力

Hierarchical Active Inference using Successor Representations

论文配图:Hierarchical Active Inference using Successor Representations
图 1 · 摘自论文原文
  • 结合层级环境模型与后继表示实现高效规划
  • 低层规划可学习高层抽象状态与动作
  • 适用于复杂导航与连续空间任务

主动推断(Active Inference)是一种基于自由能原理(FEP)的神经启发式框架,用于理解大脑中的感知、行动和学习。尽管已有研究将其应用于导航与规划等生态重要任务,但在真实世界中解决大规模复杂问题仍具挑战。受大脑多尺度层次表征的启发,本文提出一种基于分层主动推断的行动规划模型,结合环境的分层结构与后继表示(Successor Representations)以实现高效规划。实验表明:(1)低层后继表示可用于学习高层抽象状态;(2)基于低层主动推断的规划可引导并学习高层抽象动作;(3)这些学习到的高层状态与动作能显著提升规划效率。我们在多个任务上验证了该方法,包括四房间任务变体、钥匙导航任务、部分可观测规划问题、Mountain Car及PointMaze(一类连续状态与动作空间的导航任务)。据我们所知,这是首次将学习到的分层状态与动作抽象应用于基于FEP的大脑功能理论中的主动推断。

原文摘要 · Abstract (English)

Active inference, a neurally-inspired model for inferring actions based on the free energy principle (FEP), has been proposed as a unifying framework for understanding perception, action, and learning in the brain. Active inference has previously been used to model ecologically important tasks such as navigation and planning, but scaling it to solve complex large-scale problems in real-world environments has remained a challenge. Inspired by the existence of multi-scale hierarchical representations in the brain, we propose a model for planning of actions based on hierarchical active inference. Our approach combines a hierarchical model of the environment with successor representations for efficient planning. We present results demonstrating (1) how lower-level successor representations can be used to learn higher-level abstract states, (2) how planning based on active inference at the lower-level can be used to bootstrap and learn higher-level abstract actions, and (3) how these learned higher-level abstract states and actions can facilitate efficient planning. We illustrate the performance of the approach on several planning and reinforcement learning (RL) problems including a variant of the well-known four rooms task, a key-based navigation task, a partially observable planning problem, the Mountain Car problem, and PointMaze, a family of navigation tasks with continuous state and action spaces. Our results represent, to our knowledge, the first application of learned hierarchical state and action abstractions to active inference in FEP-based theories of brain function.

主动推断分层规划强化学习后继表示

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