The Midas Touch for Metric Depth

Fuente: arXiv
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Autores principales: Ma, Yu, Guo, Zizhan, Xiong, Zuyi, Zhang, Haoran, Feng, Yi, Zhao, Hongbo, Wang, Hanli, Fan, Rui
Formato: Preprint
Publicado: 2026
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author Ma, Yu
Guo, Zizhan
Xiong, Zuyi
Zhang, Haoran
Feng, Yi
Zhao, Hongbo
Wang, Hanli
Fan, Rui
author_facet Ma, Yu
Guo, Zizhan
Xiong, Zuyi
Zhang, Haoran
Feng, Yi
Zhao, Hongbo
Wang, Hanli
Fan, Rui
contents Recent advances have markedly improved the cross-scene generalization of relative depth estimation, yet its practical applicability remains limited by the absence of metric scale, local inconsistencies, and low computational efficiency. To address these issues, we present \emph{\textbf{M}idas \textbf{T}ouch for \textbf{D}epth} (MTD), a mathematically interpretable approach that converts relative depth into metric depth using only extremely sparse 3D data. To eliminate local scale inconsistencies, it applies a segment-wise recovery strategy via sparse graph optimization, followed by a pixel-wise refinement strategy using a discontinuity-aware geodesic cost. MTD exhibits strong generalization and achieves substantial accuracy improvements over previous depth completion and depth estimation methods. Moreover, its lightweight, plug-and-play design facilitates deployment and integration on diverse downstream 3D tasks. Project page is available at https://mias.group/MTD.
format Preprint
id arxiv_https___arxiv_org_abs_2605_11578
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle The Midas Touch for Metric Depth
Ma, Yu
Guo, Zizhan
Xiong, Zuyi
Zhang, Haoran
Feng, Yi
Zhao, Hongbo
Wang, Hanli
Fan, Rui
Computer Vision and Pattern Recognition
Recent advances have markedly improved the cross-scene generalization of relative depth estimation, yet its practical applicability remains limited by the absence of metric scale, local inconsistencies, and low computational efficiency. To address these issues, we present \emph{\textbf{M}idas \textbf{T}ouch for \textbf{D}epth} (MTD), a mathematically interpretable approach that converts relative depth into metric depth using only extremely sparse 3D data. To eliminate local scale inconsistencies, it applies a segment-wise recovery strategy via sparse graph optimization, followed by a pixel-wise refinement strategy using a discontinuity-aware geodesic cost. MTD exhibits strong generalization and achieves substantial accuracy improvements over previous depth completion and depth estimation methods. Moreover, its lightweight, plug-and-play design facilitates deployment and integration on diverse downstream 3D tasks. Project page is available at https://mias.group/MTD.
title The Midas Touch for Metric Depth
topic Computer Vision and Pattern Recognition
url https://arxiv.org/abs/2605.11578