用3D体素信念图提升机器人零样本寻物能力
BeliefMapNav: 3D Voxel-Based Belief Map for Zero-Shot Object Navigation
- 构建3D体素空间信念图,融合语义与视觉信息
- 在多个基准上达成最佳成功率和路径效率,提升46.4%
- 适合需要高效导航的智能机器人系统
零样本物体导航(ZSON)使机器人能在陌生环境中根据自然语言指令寻找目标物体,无需预建地图或特定任务训练。当前通用模型如大语言模型(LLMs)和视觉-语言模型(VLMs)虽具备语义推理能力,但常盲目选择下一步目标,缺乏全局环境理解,空间推理能力不足。为此,我们提出一种基于3D体素的信念图,估计目标在体素化3D空间中的先验分布。该方法将LLM语义先验与视觉嵌入、分层空间结构及实时观测融合,构建目标位置的完整3D后验信念。基于此,我们设计BeliefMapNav系统,兼具两大优势:一是在3D分层语义体素空间中实现LLM语义推理的定位精确化;二是引入序列路径规划,支持高效全局导航决策。在HM3D、MP3D和HSSD基准上的实验表明,BeliefMapNav达到最先进的成功率为(SR)和成功加权路径长度(SPL),相较此前最优方法在SPL上提升46.4%,验证其有效性和高效性。
原文摘要 · Abstract (English)
Zero-shot object navigation (ZSON) allows robots to find target objects in unfamiliar environments using natural language instructions, without relying on pre-built maps or task-specific training. Recent general-purpose models, such as large language models (LLMs) and vision-language models (VLMs), equip agents with semantic reasoning abilities to estimate target object locations in a zero-shot manner. However, these models often greedily select the next goal without maintaining a global understanding of the environment and are fundamentally limited in the spatial reasoning necessary for effective navigation. To overcome these limitations, we propose a novel 3D voxel-based belief map that estimates the target's prior presence distribution within a voxelized 3D space. This approach enables agents to integrate semantic priors from LLMs and visual embeddings with hierarchical spatial structure, alongside real-time observations, to build a comprehensive 3D global posterior belief of the target's location. Building on this 3D voxel map, we introduce BeliefMapNav, an efficient navigation system with two key advantages: i) grounding LLM semantic reasoning within the 3D hierarchical semantics voxel space for precise target position estimation, and ii) integrating sequential path planning to enable efficient global navigation decisions. Experiments on HM3D, MP3D, and HSSD benchmarks show that BeliefMapNav achieves state-of-the-art (SOTA) Success Rate (SR) and Success weighted by Path Length (SPL), with a notable 46.4% SPL improvement over the previous best SR method, validating its effectiveness and efficiency.
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