Arnau Ramisa, Guillem AlenyĆ , Francesc Moreno-Noguer and Carme Torras
Most current depth sensors provide 2.5D range images in which depth values are assigned to a rectangular 2D array. With the Fast Integral Normal 3D (FINDDD) descriptor we take advantage of this structured information to build an efficient shape descriptor which is about two orders of magnitude faster than competing approaches, while showing similar performance in several tasks involving deformable object recognition. Given a 2D patch surrounding a point and its associated depth values, we build the descriptor for that point, based on the cumulative distances between their normals and a discrete set of normal directions. This processing is made very efficient using integral images, even allowing to densely compute descriptors for every point in the image in a few seconds.
The steps to compute FINDDD descriptors can be summarized as follows:
Example application: detection of lapel points. FINDDD Descriptors are extracted for all points within the collar area (red bounding box, detected using a previous method) and a logistic regression model is used to rank the points according to their probability of belonging to the lapel of the collar. The small figure inside each picture shows the lapel probability map, with edges superimposed for clarity.
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There is a short video explaining this work: