Sensorimotor World Models: Perception for Action via Inverse Dynamics
TLDR
Introduces sensorimotor world model with inverse dynamics regularization for action-aligned latent representations and stable planning.
Reasoning
Strengths include a simple yet effective regularization method that prevents representation collapse and aligns latent states with actions, demonstrated on 2D/3D tasks. Weaknesses are limited to simple simulated environments without real-world validation or comparison to more complex baselines.
Read-first score
Read-first score 53, weighted from topical fit, citation, graph, method, reproducibility, and recency signals. Original total remains 35.
Field roles
Rank sensitivity
Stability: volatile; rank range: 437.
Keyword Scores
Deep Analysis
Innovations
- Inverse dynamics regularization for latent world models to prevent representation collapse and induce action-aligned representations
- Training stable latent world models from offline, reward-free trajectories without frozen encoders, exponential moving averages, or complex latent regularizers
- Biasing latent representations toward controllable degrees of freedom while discarding uncontrollable distractors
Methodology
The paper proposes a sensorimotor world model (SMWM), a latent JEPA-style world model trained end-to-end with inverse dynamics regularization. The model is trained on offline, reward-free trajectories, using the inverse dynamics loss to force latent states to preserve information about the action underlying a transition, thereby preventing collapse and aligning representations with action-relevant features. No frozen encoders, exponential moving averages, or complex latent regularizers are used.
Key Results
SMWM learns compact, interpretable latent spaces and enables competitive planning performance across simple 2D and 3D control tasks.
Limitations
- Only evaluated on simple 2D and 3D control tasks, leaving scalability to more complex environments unaddressed
- Potential limitations of inverse dynamics regularization in capturing all relevant features for action in highly stochastic or partially observable settings