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Applications of Invariance in Computer Vision

Second Joint European - US Workshop, Ponta Delgada, Azores, Portugal, October 9 - 14, 1993. Proceedings

  • Conference proceedings
  • © 1994

Overview

Editors:
  1. Joseph L. Mundy
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  2. Andrew Zisserman
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  3. David Forsyth
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Part of the book series: Lecture Notes in Computer Science (LNCS, volume 825)

Included in the following conference series:

Conference proceedings info: AICV 1993.

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Table of contents (26 papers)

  1. Front Matter

    Download chapter PDF

  2. Introduction and chapter summary

    • Joseph L. Mundy, Andrew Zisserman, David Forsyth
    Pages 1-8

  3. Cartan's moving frame method and its application to the geometry and evolution of curves in the euclidean, affine and projective planes

    • Olivier Faugeras
    Pages 9-46

  4. Representation of three-dimensional object structure as cross-ratios of determinants of stereo image points

    • Eamon Barrett, Gregory Gheen, Paul Payton
    Pages 47-68

  5. A case against epipolar geometry

    • Andrew Zisserman, Stephen J. Maybank
    Pages 69-88

  6. Repeated structures: Image correspondence constraints and 3D structure recovery

    • Joseph L. Mundy, Andrew Zisserman
    Pages 89-106

  7. How to use the cross ratio to compute projective invariants from two images

    • Patrick Gros
    Pages 107-126

  8. On geometric and algebraic aspects of 3D affine and projective structures from perspective 2D views

    • Amnon Shashua
    Pages 127-143

  9. The double algebra: An effective tool for computing invariants in computer vision

    • Stefan Carlsson
    Pages 145-164

  10. Matching perspective views of parallel plane structures

    • Luc Van Gool, Theo Moons, Marc Van Diest, Eric Pauwels
    Pages 165-184

  11. Invariants for recovering shape from shading

    • Isaac Weiss
    Pages 185-198

  12. Fundamental difficulties with projective normalization of planar curves

    • Kalle Ã…ström
    Pages 199-214

  13. Invariant size functions

    • Alessandro Verri, Claudio Uras
    Pages 215-234

  14. Euclidean reconstruction from uncalibrated views

    • Richard I. Hartley
    Pages 235-256

  15. Accurate projective reconstruction

    • Roger Mohr, Boubakeur Boufama, Pascal Brand
    Pages 257-276

  16. Applications of motion field of curves

    • Théo Papadopoulo, Olivier Faugeras
    Pages 277-296

  17. Affine reconstruction from perspective image pairs obtained by a translating camera

    • Theo Moons, Luc Van Gool, Marc Van Diest, Eric Pauwels
    Pages 297-316

  18. Using invariance and quasi-invariance for the segmentation and recovery of curved objects

    • Mourad Zerroug, Ramakant Nevatia
    Pages 317-340

  19. Representations of 3D objects that incorporate surface markings

    • David Forsyth, Charlie Rothwell
    Pages 341-357

  20. Model-based invariant functions and their use for recognition

    • Daphna Weinshall
    Pages 359-378
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About this book

This book is the proceedings of the Second Joint European-US Workshop on Applications of Invariance to Computer Vision, held at Ponta Delgada, Azores, Portugal in October 1993.
The book contains 25 carefully refereed papers by distinguished researchers. The papers cover all relevant foundational aspects of geometric and algebraic invariance as well as applications to computer vision, particularly to recovery and reconstruction, object recognition, scene analysis, robotic navigation, and statistical analysis. In total, the collection of papers, together with an introductory survey by the editors, impressively documents that geometry, in its different variants, is the most successful and ubiquitous tool in computer vision.

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