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MaDCoW: Marginal Distortion Correction for Wide-Angle Photography with Arbitrary Objects

CVPR 2025 · 3D vision › Depth and stereo · approach: Camera model and calibration for SfM · 0 citations (OpenAlex)

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Introduces MaDCoW, a user-guided wide-angle reprojection method that optimizes a linear perspective projection per annotated region of interest and then solves a joint whole-image warp preserving lines and conformality.

Problem

Marginal distortion of objects in very wide-field-of-view linear perspective photographs; existing methods only correct specific content types (faces, lines, building facades) and leave distortion elsewhere.

Approach

Applies the Direct View Condition per user-annotated region by fitting a linear perspective projection (optical axis plus similarity transform) to each region's boundary under stereographic projection, then blends these per-region projections into a full-image warp with line, conformality, smoothness and DVC terms.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Add MaDCoW region annotations and projection optimization instead of line annotations onlyWide-angle photography · User study, overall image comparisonspreference for MaDCoW: 81%Helped
Add MaDCoW region annotations and projection optimization instead of line annotations onlyWide-angle photography · User study, marginal objectspreference for natural-looking objects: 84%Helped
Add single-object projection optimization rather than using the object-center principal point without optimization (ablation)MaDCoW · Single-object optimization examplesdistortionHelped
Optimize the principal point as well as the affine transformation (ablation)MaDCoW · Single-object optimization examplesdistortionHelped

Surprising findings

Limitations

Experimental setup

Metrics: user preference rate

Baselines: Carroll et al. (line-annotation warp) Shih et al. (face stereographic correction) stereographic projection

Builds on: Carroll et al. conformal warp Direct View Condition Zorin and Barr curvilinear projection

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