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3D Reconstruction


                                                                              Small
                                                                         perturbations


                                                                     ?    in the input
                                                                            data may
                                                                         produce large
                                                                           variation in
                                                                          the solution




                Figure 1. Direct Problem, Inverse / Ill-posed Problem

Universidad del Valle – School of Computer and Systems Engineering            Slide 1
3D Reconstruction




                               Figure 2. Stereo Capture [50]




                                Video 1. 3D Reconstruction
Universidad del Valle – School of Computer and Systems Engineering   Slide 2
Camera Calibration, Camera Parameters




                Figure 3. Extrinsic and Intrinsic Camera Parameters




Universidad del Valle – School of Computer and Systems Engineering    Slide 3
Camera Calibration, Epipolar Geometry




      Figure 4. Corresponding Points                   Figure 5. Epipolar Geometry




Universidad del Valle – School of Computer and Systems Engineering            Slide 4

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Presentation Daniel Barragan

  • 1. 3D Reconstruction Small perturbations ? in the input data may produce large variation in the solution Figure 1. Direct Problem, Inverse / Ill-posed Problem Universidad del Valle – School of Computer and Systems Engineering Slide 1
  • 2. 3D Reconstruction Figure 2. Stereo Capture [50] Video 1. 3D Reconstruction Universidad del Valle – School of Computer and Systems Engineering Slide 2
  • 3. Camera Calibration, Camera Parameters Figure 3. Extrinsic and Intrinsic Camera Parameters Universidad del Valle – School of Computer and Systems Engineering Slide 3
  • 4. Camera Calibration, Epipolar Geometry Figure 4. Corresponding Points Figure 5. Epipolar Geometry Universidad del Valle – School of Computer and Systems Engineering Slide 4