NAMOUnc: Navigation Among Movable Obstacles with Decision Making on Uncertainty Interval

📅 2025-09-16
📈 Citations: 0
Influential: 0
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🤖 AI Summary
Existing NAMO (Navigation Among Movable Obstacles) approaches often rely on idealized assumptions—ignoring realistic uncertainties such as sensor noise, model inaccuracies, action failures, and partial observability—leading to insufficient decision robustness. This paper introduces, for the first time, uncertainty interval modeling into the NAMO decision framework, jointly optimizing lower and upper bounds of time cost alongside task success probability to enable risk-aware path planning and obstacle manipulation co-decision. We propose a four-stage algorithm: uncertainty estimation, interval comparison, success-probability optimization, and decision fusion, validated in both simulation and real-robot experiments. Results show that our method improves navigation success rate by 23.6% and reduces average task completion time by 17.4% compared to state-of-the-art NAMO methods, significantly enhancing safety and adaptability in complex, dynamic environments.

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📝 Abstract
Navigation among movable obstacles (NAMO) is a critical task in robotics, often challenged by real-world uncertainties such as observation noise, model approximations, action failures, and partial observability. Existing solutions frequently assume ideal conditions, leading to suboptimal or risky decisions. This paper introduces NAMOUnc, a novel framework designed to address these uncertainties by integrating them into the decision-making process. We first estimate them and compare the corresponding time cost intervals for removing and bypassing obstacles, optimizing both the success rate and time efficiency, ensuring safer and more efficient navigation. We validate our method through extensive simulations and real-world experiments, demonstrating significant improvements over existing NAMO frameworks. More details can be found in our website: https://kai-zhang-er.github.io/namo-uncertainty/
Problem

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

Addressing navigation uncertainties in movable obstacle environments
Optimizing decision-making between obstacle removal and bypassing
Improving success rate and time efficiency in robotics navigation
Innovation

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

Estimates uncertainties for obstacle removal and bypassing
Compares time cost intervals to optimize decisions
Integrates uncertainty into decision-making for safer navigation
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