2003 · 18 citations · 6 references
EngineeringGeometryCoplanar Object PointsLocalizationImage AnalysisStereo VisionImage-based ModelingComputational ImagingPhotometric StereoComputational GeometryProjective InvariantsPhotogrammetryGeometric ModelingMachine VisionStructure From MotionComputer VisionSpatial VerificationLinear EquationsNatural SciencesDigital PhotogrammetryComputer Stereo VisionInvariant Linear MethodsCamera Technology
For several useful tasks in photogrammetry and in model-based vision, noniterative methods that require only the inversion of systems of linear equations are developed. The methods are based on the theory of projective invariants. The tasks addressed are resection, intersection, and transfer, or model matching (with or without ground control points). The following kinds of transfer are examined: (a) coplanar object points (transfer to image 2 done using four reference points in image 1); (b) stereo camera system (transfer to stereo camera pair 2 done using four reference points in stereo pair 1); (c) general multicamera configuration (transfer of a ninth point to image 3 done using eight tie points in images 1 and 2).< <ETX xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink">></ETX>
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Optical and electro-optical information processing
E. B. Brown · Journal of the Franklin Institute · 1966 · 706 citations
General methods for determining projective invariants in imagery
Eamon B. Barrett, Paul M. Payton, Nils N. Haag et al. · CVGIP Image Understanding · 1991 · 78 citations
Relative positioning from geometric invariants
Roger Mohr, Luce Morin · 2002 · 38 citations · Full text