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Abstract: Multiview analysis of scenes includes the study of sceneindependent constraints satisfied by a configuration of cameras for all types of scenes as well as the study of viewindependent constraints satisfied by any camera on a configuration of points. In this paper, we derive new constraints involving configurations of points that move with constant velocity, with constant acceleration, and for unconstrained planar motion. We show how these constraints can be applied to problems like motion... (Update)
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BibTeX entry: (Update)
@misc{ jawahar-algebraic,
author = "Sujit Kuthirummal Jawahar",
title = "Algebraic Constraints on Moving Points in Multiple Views",
url = "citeseer.ist.psu.edu/763578.html" }
Citations (may not include all citations):343 Three Dimensional Computer Vision (context) - Faugeras - 1992
132 The Geometry of Multiple Images (context) - Faugeras, Luong - 2001
95 Matching Constraints and the Joint Image (context) - Triggs - 1995 ACM DBLP
86 Lines and points in three views and the trifocal tensor - Hartley - 1997 ACM
42 Lines and points in three views: An integrated approach - Hartley - 1994
27 Trilinear tensor: The Fundamental Construct of Multiple-view.. - Shashua - 1997 DBLP
18 Alignment of non-overlapping sequences - Caspi, Irani - 2001 DBLP
6 Multiple View Gemoetry in Computer Vision (context) - Hartley, Zisserman - 2000
6 Planar Shape Recognition across Multiple Views - Kuthirummal, Jawahar et al. - 2002 ACM
4 Recognizing walking people (context) - Carlsson - 2000 ACM DBLP
2 Journal of the Optical Society of America (context) - Bennet, Hoffman et al. - 1993
2 Time-varying Shape Tensors for Scenes with Multiple Moving P.. (context) - Levin, Wolf et al. - 2001
2 Video frame alignment in multiple views - Kuthirumal, Jawahar et al. - 2002
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