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Attentive visual motion processing: computations in the log-polar plane, (1996)

by K Daniilidis
Venue:Computing
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Attending to Visual Motion

by John K. Tsotsos, Yueju Liu, Julio C. Martinez-trujillo, Marc Pomplun, Evgueni Simine, Kunhao Zhou - CVIU , 2004
"... A novel model of attentive visual motion processing is presented. A new feedforward motion-processing pyramid is described whose motivation lies in the neurobiology of primate motion processes. On this structure the Selective Tuning (ST) model for visual attention is implemented and demonstrated, sh ..."
Abstract - Cited by 20 (5 self) - Add to MetaCart
A novel model of attentive visual motion processing is presented. A new feedforward motion-processing pyramid is described whose motivation lies in the neurobiology of primate motion processes. On this structure the Selective Tuning (ST) model for visual attention is implemented and demonstrated, showing how it can localize and label simple motion patterns. There are three main contributions: 1) we present a new feed-forward motion processing hierarchy, the first to include a multi-level decomposition of processing including local spatial derivatives of velocity as a separate layer; 2) we present examples of how ST can operate on this hierarchy to localize and label motion patterns; and, 3) we present a new solution to aspects of the feature binding problem and show it to be sufficient for the task of grouping motion features into coherent object motion. This feature grouping (or binding) is accomplished using a top-down attentional selection mechanism that does not depend on a single location-based saliency representation.
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...sing to enable a reasonable attempt at defining the feed-forward pyramid. Moreover, the effort is unique because it seems that no past model has presented a motion hierarchy plus attention to motion (=-=Daniilidis 1995-=-, Simoncelli and Heeger 1998, Beardsley and Vaina 1998, Giese and Poggio 2003, Meese and Anderson 2002, Nowlan and Sejnowski 1995, Grossberg et al. 2001, Zemel and Sejnowski 1998, Pack et al. 2001, Pe...

Dealing with 2D translation estimation in log polar imagery

by V Javier Traver , Filiberto Pla - Image Visual Computation , 2003
"... Abstract Log-polar mapping has been proposed as a very appropriate space-variant imaging model in active vision applications. This biologically inspired model has several advantages, and facilitates some visual tasks. For example, it provides an efficient data reduction, and simplifies rotational a ..."
Abstract - Cited by 6 (2 self) - Add to MetaCart
Abstract Log-polar mapping has been proposed as a very appropriate space-variant imaging model in active vision applications. This biologically inspired model has several advantages, and facilitates some visual tasks. For example, it provides an efficient data reduction, and simplifies rotational and scaling image transformations. However, simple translations become a difficult transform due to the log-polar geometry. There is no doubt about the importance of translation estimation in active visual tracking. Therefore, in this work, the problem of translation estimation in log-polar images is tackled. Two different approaches are presented, and their performances are evaluated and compared. One approach uses a gradient descent for minimizing a dissimilarity measure, while the other converts the 2D problem into two simpler 1D problems, by using projections. As the experimental results reveal, this second approach, besides being more efficient, can deal with larger translations than the gradient-based search can. q
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...s of j and h; as defined in Eq. (1), with respect to x and y, we get jx; jy; hx; and hy; as follows: jx jy hx hy ! ›j ›x ›j ›y ›h ›x ›h ›y 0 BBB@ 1 CCCA 1r cos u ln a sin u ln a 2sin u cos u 0 B@ 1 CA: ð8Þ 4. Projections-based approach (PBA) 4.1. Introduction In computer vision, projections are a well-known technique allowing one to address some problems by reducing their dimensionality. As an example in motion estimation, radial projections in the frequency domain are defined in Ref. [32] using conventional images. Our approach works in the spatial domain of space-variant images. In Ref. [33], a 1D summation, and a search for global minima in a 1D signal are performed to estimate the focus of expansion. In Ref. [16], summations of the components of the optic flow are defined along the radial and angular directions to find the location of the moving target. Like our approach in this section, both Dias et al. and Daniilidis [16, 33] work with log-polar images, and perform operations with 1D signals. Unlike our work, these works do not employ projections with the same meaning used in this paper (i.e. sum of gray-level values), and the problem they try to solve is related, but differe...

Optical Flow Computation in the Log-Polar Plane

by Kostas Daniilidis, Volker Krüger - in Proc. Int. Conf. on computer analysis of images and patterns CAIP , 1995
"... : Vision systems with spatially homogeneous resolution are not able to provide a real time response in a dynamically changing environment. A reactive behavior necessitates selective sensing in space. Such a selection can be accomplished by the combination of a space-variant resolution scheme and a ..."
Abstract - Cited by 6 (0 self) - Add to MetaCart
: Vision systems with spatially homogeneous resolution are not able to provide a real time response in a dynamically changing environment. A reactive behavior necessitates selective sensing in space. Such a selection can be accomplished by the combination of a space-variant resolution scheme and a sensor with controllable degrees of freedom. The field of view is split into a homogeneous high resolution area - the fovea - and the periphery with decreasing resolution. Both in neurobiology and in robot vision, models of the resolution decrease towards the image boundaries have been established. The most convincing model is the theory of logarithmic polar mapping. In this paper we propose two new methods for the estimation of the optical flow and its spatial derivatives in the log-polar plane. We study analytically and experimentally the effects of the polar deformation and the decimation due to subsampling on the computation of optical flow. 1 Introduction This paper is concerned with ...

Digital Object Identifier (DOI) 10.1007/s00138-002-0078-x Machine Vision and Applications © Springer-Verlag 2003

by Jose Antonio Boluda, O Pardo
"... ..."
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... of information, and simplifies geometric computations in certain cases. This representation has interesting properties that have been widely studied and applied in multiple computer vision scenarios =-=[3,7,9,13,16]-=-. In this way, rotations around the sensor’s center are converted into simple translations along the angular coordinate, and homotheties with respect to the center in the sensor plane become translati...

Attending to visual motion

by John K. Tsotsos A, Yueju Liu A, Julio C. Martinez-trujillo C, Marc Pomplun D, Evgueni Simine A, Kunhao Zhou A , 2005
"... Visual motion analysis has focused on decomposing image sequences into their component features. There has been little success at re-combining those features into moving objects. Here, a novel model of attentive visual motion processing is presented that addresses both decomposition of the signal in ..."
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Visual motion analysis has focused on decomposing image sequences into their component features. There has been little success at re-combining those features into moving objects. Here, a novel model of attentive visual motion processing is presented that addresses both decomposition of the signal into constituent features as well as the re-combination, or binding, of those features into wholes. A new feed-forward motion-processing pyramid is presented motivated by the neurobiology of primate motion processes. On this structure the Selective Tuning (ST) model for visual attention is demonstrated. There are three main contributions: (1) a new feed-forward motion processing hierarchy, the first to include a multi-level decomposition with local spatial derivatives of velocity; (2) examples of how ST operates on this hierarchy to attend to motion and to localize and label motion patterns; and (3) a new solution to the feature binding problem sufficient for grouping motion features into coherent object motion. Binding is accomplished using a top-down selection mechanism that does not depend on a single location-based saliency representation.
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...m of visual attention. To our knowledge, there are only three other computational motion models that address attention for motion. The earliest ones are due to Nowlan and Sejnowski [8] and Daniilidis =-=[3]-=-. In Nowlan and Sejnowski, processing is much in the same spirit as ours but very different in form. They compute motion energy with the goal of modeling MT neurons. This energy is part of a hierarchy...

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