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FRED: Full-Resolution Equirectangular Depth Estimation

Uzair Shah, Giovanni Pintore, Muhammad Tukur, Zahoor Ahmad, Jens Schneider, Matteo Sgrenzaroli, GiorgioVassena, Pere-Pau Vázquez, Enrico Gobbetti, and Marco Agus

2026

Abstract

Monocular 360-degree depth estimation is fundamental to full-scene 3D understanding. Deep learning effectively infers depth from incomplete or ambiguous monocular cues by leveraging large-scale data priors. Holistic panoramic methods further exploit global context to achieve structurally consistent predictions. However, high memory and computational costs, together with limited high-resolution training data, restrict existing holistic 360-degree methods to inputs orders of magnitude smaller than those of modern 8K–60 MP cameras and head-mounted displays (HMDs). Post-hoc upsampling offers only partial improvement, failing to recover original detail, while current approaches that stitch depth from multiple limited-FoV views increase local accuracy but compromise global consistency. To overcome these limitations, we introduce FRED - Full-Resolution Equirectangular Depth - a unified framework combining holistic 360-degree structural recovery with high-fidelity perspective refinement. Our training-free pipeline first obtains a coarse panoramic prior from a pretrained model, then performs high-resolution inference on overlapping gnomonic projections uniformly distributed on a midpoint-icosahedral sphere. Local predictions are refined using a prompt-guided foundation depth model and fused via a low-complexity seam-robust spherical blending strategy that preserves the global structure and local details. Our approach scales linearly with resolution, maintaining fine spatial detail and enabling accurate 8K–60MP inference with limited computational demands.

Reference and download information

Uzair Shah, Giovanni Pintore, Muhammad Tukur, Zahoor Ahmad, Jens Schneider, Matteo Sgrenzaroli, GiorgioVassena, Pere-Pau Vázquez, Enrico Gobbetti, and Marco Agus. FRED: Full-Resolution Equirectangular Depth Estimation. In Spanish Computer Graphics Conference (CEIG), 2026. DOI: 10.2312/ceig.20261002.

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Bibtex citation record

@inproceedings{Shah:2026:FFE,
    author = {Uzair Shah and Giovanni Pintore and Muhammad Tukur and Zahoor Ahmad and Jens Schneider and Matteo Sgrenzaroli and GiorgioVassena and Pere-Pau Vázquez and Enrico Gobbetti and Marco Agus},
    title = {{FRED}: Full-Resolution Equirectangular Depth Estimation},
    booktitle = {Spanish Computer Graphics Conference (CEIG)},
    year = {2026},
    abstract = { Monocular 360-degree depth estimation is fundamental to full-scene 3D understanding. Deep learning effectively infers depth from incomplete or ambiguous monocular cues by leveraging large-scale data priors. Holistic panoramic methods further exploit global context to achieve structurally consistent predictions. However, high memory and computational costs, together with limited high-resolution training data, restrict existing holistic 360-degree methods to inputs orders of magnitude smaller than those of modern 8K–60 MP cameras and head-mounted displays (HMDs). Post-hoc upsampling offers only partial improvement, failing to recover original detail, while current approaches that stitch depth from multiple limited-FoV views increase local accuracy but compromise global consistency. To overcome these limitations, we introduce {FRED} --- Full-Resolution Equirectangular Depth --- a unified framework combining holistic 360-degree structural recovery with high-fidelity perspective refinement. Our training-free pipeline first obtains a coarse panoramic prior from a pretrained model, then performs high-resolution inference on overlapping gnomonic projections uniformly distributed on a midpoint-icosahedral sphere. Local predictions are refined using a prompt-guided foundation depth model and fused via a low-complexity seam-robust spherical blending strategy that preserves the global structure and local details. Our approach scales linearly with resolution, maintaining fine spatial detail and enabling accurate 8K–60MP inference with limited computational demands.},
    doi = {10.2312/ceig.20261002},
    url = {http://vic.crs4.it/vic/cgi-bin/bib-page.cgi?id='Shah:2026:FFE'},
}