Temporal Logic Guidance for Action-Only Diffusion Policies with World Models
TLDR
A method using a learned world model to guide action-only diffusion policies via STL robustness gradients, reducing constraint violations from 80% to 4% on a robot task.
Reasoning
The paper presents a novel integration of world models with STL-guided diffusion, achieving strong empirical results on a single benchmark task. However, the evaluation is limited to one task and the method's scalability to complex constraints is only discussed, not demonstrated.
Read-first score
Read-first score 54.1, weighted from topical fit, citation, graph, method, reproducibility, and recency signals. Original total remains 33.
Field roles
Rank sensitivity
Stability: volatile; rank range: 402.
Keyword Scores
Deep Analysis
Innovations
- Guidance method for action-only diffusion policies using a separate learned world model to enable differentiable evaluation of STL robustness
- Gradient injection from STL robustness into the diffusion process to steer behavior toward constraint satisfaction without retraining
- Maintaining task performance while significantly reducing constraint violations compared to baseline methods
Methodology
The method uses an action-only diffusion policy and a separate learned world model to compute differentiable Signal Temporal Logic (STL) robustness. The gradient of the STL robustness with respect to the action sequence is injected into the diffusion process during inference, steering behavior toward constraint satisfaction without requiring retraining. Evaluation is performed on the Can Transport task from Robomimic, measuring task success and constraint violation rates.
Key Results
On the Can Transport task, the method maintains 100% task success while reducing constraint violations from over 80% for baseline methods to 4%.
Limitations
- Requires a separate learned world model, which may introduce additional complexity and potential inaccuracies
- Currently only tested on a single task (Can Transport) from Robomimic
- Extensions are discussed for improved robustness and handling of more complex constraints, indicating current limitations in these areas