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Background Range of AFoV Constraints Indexing Grouping Manifold Learning Recognition View Selection
From a practical point of view, it would be impossible to predict the appearance of every target feature in the scene due to noise, occlusion, and segmentation errors. The solution is to predict the appearance of groups of features only. This is straightforward using AFoVs: simply combine reference views containing the corresponding model groups. The key question is how to choose the model and image groups. We need to select image groups containing features from the same object only, a challenging problem especially when the scene contains clutter.
 
To deal with this problem, we propose integrating AFoVs with grouping. Grouping can be defined as the process of clustering geometric features into higher level descriptions that are likely to have resulted from the same object. The key idea is to consider object properties that are very unlikely to occur at random. Among the properties that have been proposed (e.g., colinearity, parallelism, proximity etc.), convexity is an important one. It has been shown  that convex groups of edges rarely occur at random and are very likely to have resulted from the same object. Moreover, convexity is invariant to perspective projection. Using convex grouping for recognition assumes that the targets have convex shapes or contain convex parts which is not very restrictive.
 

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For problems or questions regarding this web contact [W.J. Li].
Last updated: 05/14/04.