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SpatialVLM: Endowing vision-language models with spatial reasoning capabilities

15 Pith papers cite this work. Polarity classification is still indexing.

15 Pith papers citing it
abstract

Understanding and reasoning about spatial relationships is a fundamental capability for Visual Question Answering (VQA) and robotics. While Vision Language Models (VLM) have demonstrated remarkable performance in certain VQA benchmarks, they still lack capabilities in 3D spatial reasoning, such as recognizing quantitative relationships of physical objects like distances or size differences. We hypothesize that VLMs' limited spatial reasoning capability is due to the lack of 3D spatial knowledge in training data and aim to solve this problem by training VLMs with Internet-scale spatial reasoning data. To this end, we present a system to facilitate this approach. We first develop an automatic 3D spatial VQA data generation framework that scales up to 2 billion VQA examples on 10 million real-world images. We then investigate various factors in the training recipe, including data quality, training pipeline, and VLM architecture. Our work features the first internet-scale 3D spatial reasoning dataset in metric space. By training a VLM on such data, we significantly enhance its ability on both qualitative and quantitative spatial VQA. Finally, we demonstrate that this VLM unlocks novel downstream applications in chain-of-thought spatial reasoning and robotics due to its quantitative estimation capability. Project website: https://spatial-vlm.github.io/

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2026 15

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representative citing papers

GeoAlign: Beyond Semantics with State-Guided Spatial Alignment in VLA Models

cs.RO · 2026-06-02 · unverdicted · novelty 5.0

GeoAlign post-trains an RGB geometry branch on robot RGB-D data to produce GEP features that are queried by proprioceptive state to generate phase-dependent geometry tokens, yielding 99.0% on LIBERO, 85.3% on SimplerEnv-Fractal, and 78.8% on real ALOHA tasks.

Fast Core Identification

cs.GT · 2026-04-25 · unverdicted · novelty 4.0

Core identification in TTC markets is solvable in O(Ln) time via randomized SVD on a Markov transition matrix, asymptotically optimal for sparse preferences and inheriting TTC properties.

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Showing 15 of 15 citing papers.