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Open Graph

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vanishing points

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Computer Vision & Haskell

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2026-03-01 09:13:12

raw text

vanishing points skip to main | skip to sidebar vanishing points Computer Vision & Haskell Tuesday, May 17, 2011 metric rectification from circles The circular points encode the metric structure of the 2D plane. They are invariant to rotation, isotropic scaling and translation. If the plane undergoes a more general (e.g. affine or projective) transformation  they move to some unknown location. Metric rectification can be performed if we find the image of the circular points and move them back to their original location. These points are not directly visible in the image but can be indirectly found using for instance the images of right angles [ HZ ]. The circular points can also be extracted from the images of two circles [ IC ]. Any two circles in general position intersect at two possibly complex points. Interestingly, if we allow points at infinity there are two additional intersection points: the circular points (1, i ,0) and (1,- i ,0), which belong to all c...

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