Panoramic Imaging / Wiley-IS&T Series in Imaging Science and Technology (PDF)

Preface. Series Preface. Website and Exercises. List of Symbols. 1. Introduction. 1.1 Panoramas 1.2 Panoramic Paintings 1.3 Panoramic or Wide-Angle Photographs 1.4 Digital Panoramas 1.5 Striving for Accuracy 1.6 Exercises 1.7 Further Reading 2. Cameras and Sensors. 2.1 Camera Models 2.2 Optics 2.3 Sensor Models 2.4 Examples and Challenges 2.5 Exercises 2.6 Further Reading 3. Spatial Alignments. 3.1 Mathematical Fundamentals 3.2 Central Projection:World into Image Plane 3.3 Classification of Panoramas 3.4 Coordinate Systems for Panoramas 3.5 General Projection Formula for Cylindrical Panorama 3.6 Rotating Cameras 3.7 Mappings between Different Image Surfaces 3.8 Laser Range-Finder 3.9 Exercises 3.10 Further Reading 4. Epipolar Geometry. 4.1 General Epipolar Curve Equation 4.2 Constrained Poses of Cameras 4.3 Exercises 4.4 Further Reading 5. Sensor Calibration. 5.1 Basics 5.2 Preprocesses for a Rotating Sensor-Line Camera 5.3 A Least-Square Error Optimization Calibration Procedure 5.4 Geometric Dependencies of R and w 5.5 Error Components in LRF Data 5.6 Exercises 5.7 Further Reading 6. Spatial Sampling. 6.1 Stereo Panoramas 6.2 Sampling Structure 6.3 Spatial Resolution 6.4 Distances between Spatial Samples 6.5 Exercises 6.6 Further Reading 7. Image Quality Control. 7.1 Two Requirements 7.2 Terminology 7.3 Parameter Optimization 7.4 Error Analysis 7.5 Exercises 7.6 Further Reading 8. Sensor Analysis and Design. 8.1 Introduction 8.2 Scene Composition Analysis 8.3 Stereoacuity Analysis 8.4 Specification of Camera Parameters 8.5 Exercises 8.6 Further Reading 9. 3D Meshing and Visualization. 9.1 3D Graphics 9.2 Surface Modeling 9.3 More Techniques for Dealing with Digital Surfaces 9.4 Exercises 9.5 Further Reading 10. Data Fusion. 10.1 Determination of Camera Image Coordinates 10.2 Texture Mapping 10.3 High Resolution Orthophotos 10.4 Fusion of Panoramic Images and Airborne Data 10.5 Exercises 10.6 Further Reading References. Index.

Reinhard Klette is currently a Professor and Chair in Information Technology at the University of Auckland, New Zealand. He is an experienced author, having already co-written the books Digital Geometry: Geometric Methods for Digital Picture Analysis (Morgan Kaufmann, 2004), Computer Vision: Three-Dimensional Data from Images (Springer, 2001) and Handbook of Image Processing Operators (Wiley, 1996), and co-edited the books Geometric Properties for Incomplete Data (Kluwer, 2005), Performance Characterization in Computer Vision (Kluwer, 2000) and Geometry, Morphology, and Computational Imaging (Kluwer, 2003). He has also co-authored over 80 journal papers, and over 160 conference papers. He teaches courses in Picture Processing and Analysis and Computer Vision and his research interests are in shape recovery and scene/object visualisation based on captured pictures/video, geometric subjects relevant to picture analysis and computer vision, and applications of picture analysis/computer vision.

Fay Huang finished her PhD on the geometry and applications of rotating line cameras in 2002. She was supervised by Reinhard Klette at the University of Auckland, New Zealand.

Karsten Scheibe is currently completing his PhD on combining laser range data with images captured by rotating line cameras. He is involved in major projects in Germany using this technology, such as a full 3D reconstruction of castle Neuschwanstein based on 1800 laser scans and hundreds of panoramic images for texture mapping.

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