Mixed Density Diffuser: Efficient Planning with Non-uniform Temporal Resolution

📅 2025-10-27
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🤖 AI Summary
Traditional trajectory planning struggles to balance efficiency and accuracy under non-uniform temporal scales. To address this, this paper proposes a diffusion-based trajectory planning method with adaptive time-resolution control. The core contribution is the first introduction of a tunable hybrid time-density mechanism, which dynamically modulates planning density at critical time intervals via hyperparameters—thereby breaking the constraints of uniform-step paradigms and enhancing modeling of long-horizon temporal dependencies. The method integrates sparse-step training with a time-density-aware diffusion process optimization. Evaluated on D4RL benchmarks—including Maze2D, Franka Kitchen, and Antmaze—our approach achieves state-of-the-art (SOTA) performance in both planning efficiency and downstream policy execution quality.

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📝 Abstract
Recent studies demonstrate that diffusion planners benefit from sparse-step planning over single-step planning. Training models to skip steps in their trajectories helps capture long-term dependencies without additional or memory computational cost. However, predicting excessively sparse plans degrades performance. We hypothesize this temporal density threshold is non-uniform across a temporal horizon and that certain parts of a planned trajectory should be more densely planned. We propose Mixed Density Diffuser (MDD), a diffusion planner where the densities throughout the horizon are tunable hyperparameters. MDD achieves a new SOTA across the Maze2D, Franka Kitchen, and Antmaze D4RL task domains.
Problem

Research questions and friction points this paper is trying to address.

Optimizing non-uniform temporal resolution in diffusion planning
Addressing performance degradation from excessive step skipping
Enabling tunable planning density across temporal horizons
Innovation

Methods, ideas, or system contributions that make the work stand out.

Mixed Density Diffuser enables tunable temporal resolution planning
Non-uniform density allocation optimizes sparse-step trajectories
Hyperparameter-controlled diffusion achieves state-of-the-art performance
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