Applications of Invariance in Computer Vision 1993: Ponta Delgada, Azores, Portugal

@proceedings{DBLP:conf/aicv/1993,
  editor    = {Joseph L. Mundy and
               Andrew Zisserman and
               David A. Forsyth},
  title     = {Applications of Invariance in Computer Vision, Second Joint European
               - US Workshop, Ponta Delgada, Azores, Portugal, October 9-14,
               1993, Proceedings},
  booktitle = {Applications of Invariance in Computer Vision},
  publisher = {Springer},
  series    = {Lecture Notes in Computer Science},
  volume    = {825},
  year      = {1994},
  isbn      = {3-540-58240-1},
  bibsource = {DBLP, http://dblp.uni-trier.de}
}

• Joseph L. Mundy, Andrew Zisserman, David A. Forsyth: Introduction and Chapter Summary. 3-8 BibTeX

Foundations

• Olivier D. Faugeras: Cartan's Moving Frame Method and Its Application to the Geometry and Evolution of Curves in the Euclidean, Affine and Projective Planes. 11-46 BibTeX
• Eamon B. Barrett, Gregory Gheen, Paul M. Payton: Representation of Three-Dimensional Object Structure as Cross-Ratios of Determinants of Stereo Image Points. 47-68 BibTeX
• Andrew Zisserman, Stephen J. Maybank: A Case Against Epipolar Geometry. 69-88 BibTeX
• Joseph L. Mundy, Andrew Zisserman: Repeated Structures: Image Correspondence Constraints and 3D Structure Recovery. 89-106 BibTeX
• Patrick Gros: How to Use the Cross Ratio to Compute Projective Invariants from Two Images. 107-126 BibTeX
• Amnon Shashua: On Geomatric and Algebraic Aspects of 3D Affine and Projective Structures from Perspective 2D Views. 127-143 BibTeX
• Stefan Carlsson: The Dou8ble Algebra: An Effective Tool for Computing Invariants in Computer Vision. 145-164 BibTeX
• Luc J. Van Gool, Theo Moons, Marc Van Diest, Eric J. Pauwels: Matching Perspective Views of Parallel Plane Structures. 165-184 BibTeX
• Isaac Weiss: Invariants for Recovering Shape from Shading. 185-198 BibTeX
• Kalle Åström: Fundamental Difficulties with Projective Normalization of Planar Curves. 199-214 BibTeX
• Alessandro Verri, Claudio Uras: Invariant Size Functions. 215-234 BibTeX

Recovery

• Richard I. Hartley: Euclidean Reconstruction from Uncalibrated Views. 237-256 BibTeX
• Roger Mohr, Boubakeur Boufama, Pascal Brand: Accurate Projective Reconstruction. 257-276 BibTeX
• Théodore Papadopoulo, Olivier D. Faugeras: Applications of Motion Field of Curves. 277-296 BibTeX
• Theo Moons, Luc J. Van Gool, Marc Van Diest, Eric J. Pauwels: Affine Reconstruction from Perspective Image Pairs Obtained by a Translating Camera. 297-316 BibTeX
• Mourad Zerroug, Ramakant Nevatia: Using Invariance and Quasi-Invariance for the Segmentation and Recovery of Curved Objects. 317-340 BibTeX
• David A. Forsyth, Charlie Rothwell: Representations of 3D Objects that Incorporate Surface Markings. 341-357 BibTeX
• Daphna Weinshall: Model-based Invariant Functions and Their Use for Recognition. 359-380 BibTeX

Recognition

• Jianchang Mao, Anil K. Jain, Patrick J. Flynn: Integration of Multiple Feature Groups and Multiple Views into a 3D Object Recognition System. 381-395 BibTeX
• Charlie Rothwell: Hierarchical Object Description Using Invariants. 397-414 BibTeX
• David W. Jacobs: Generalizing Invariants for 3-D to 2-D Matching. 415-434 BibTeX
• Ronen Basri: Recognition by Combinations of Model Views: Alignment and Invariance. 435-450 BibTeX

Statistics

• Stephen J. Maybank: Classification Based on the Cross Ratio. 453-472 BibTeX
• Peter Meer, Sudhir Ramakrishna, Reiner Lenz: Correspondence of Coplanar Features Through ^p-Invariant Representations. 473-492 BibTeX
• Daniel Keren, Jayashree Subrahmonia, David B. Cooper: Integrating Algebraic Curves and Surfaces, Algebraic Invariants and Bayesian Methods for 2D and 3D Object Recognition. 493-510 BibTeX