»  Home
»  P3P problem
»  P4P + unknown focal length
»  P4P + focal + radial distortion
»  uP2P + known vertical direction
»  uP3P + focal + radial distortion
»  P2P1L problem
»  P1P2L problem
»  5-pt relative pose problem
»  6-pt focal length problem
»  6-pt calibrated-uncalibrated
»  4-pt 3-views relative pose problem
»  2-pt panorama stitching (1 focal)
»  3-pt panorama stitching (2 focals)
»  3-pt panorama stitching (1 focal+ radial distortion)
»  6-pt generalized camera problem
»  6-pt calibrated radial distortion
»  8-pt uncalibrated radial distortion
»  9-pt different distortion problem
»  P2Π registration problem
»  3-view triangulation
»  9-pt catadioptric
»  Automatic generator
»  Grobener basis solver
 
 
 
4-pt absolute pose problem with unknown focal length (P4Pf)
 
Problem:
A general solution to the determination of the pose of a perspective camera with unknown focal length from images of four 3D reference points.

4-pt absolute pose problem with unknown focal length (P4Pf)

 
Publications:
  1. M. A. Abidi and T. Chandra. A new efficient and direct solution for pose estimation using quadrangular targets: Algorithm and evaluation. IEEE PAMI, 17(5):534–538, 1995. [pdf | http]
  2. M. Bujnak, Z. Kukelova, T. Pajdla. A general solution to the P4P problem for camera with unknown focal length. CVPR 2008, Anchorage, Alaska, USA, June 2008. [pdf | http | code]
  3. B. Triggs. Camera Pose and Calibration from 4 or 5 Known 3D Points. ICCV 1999, pp. 278-284, Sept. 1999. [pdf | http]
Code:
  • Groebner basis solver generated using Automatic generator (Matlab+C) [code] (NEW fast version)
Evaluation:
Tomas Pajdla, Zuzana Kukelova, Martin Bujnak. Maintained by Zuzana Kukelova, 28 January 2011