2009
DOI: 10.1073/pnas.0908926106
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Predictable irregularities in retinal receptive fields

Abstract: Understanding how the nervous system achieves reliable performance using unreliable components is important for many disciplines of science and engineering, in part because it can suggest ways to lower the energetic cost of computing. In vision, retinal ganglion cells partition visual space into approximately circular regions termed receptive fields (RFs). Average RF shapes are such that they would provide maximal spatial resolution if they were centered on a perfect lattice. However, individual shapes have fi… Show more

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Cited by 51 publications
(54 citation statements)
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“…While OFF cells distribute more densely than their counterpart ON cells, both types have similar receptive-field overlap (spacing is about two times the SD of a Gaussian fit to the central receptive field) (6,10,11). Furthermore, OFF arbors (as we quantify here) branch more densely (5) and provide similar dendritic membrane areas as ON arbors.…”
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confidence: 88%
“…While OFF cells distribute more densely than their counterpart ON cells, both types have similar receptive-field overlap (spacing is about two times the SD of a Gaussian fit to the central receptive field) (6,10,11). Furthermore, OFF arbors (as we quantify here) branch more densely (5) and provide similar dendritic membrane areas as ON arbors.…”
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confidence: 88%
“…Each pixel is the correlation between the interneuron and a different spatial location within a single model cell type. Because retinal cell types are not perfectly homogeneous 25,26 , the model contained for each location a parameter that scaled the receptive field amplitude. These parameters created a modest improvement in performance (0.69 ± 0.02 vs 0.66 ± 0.02 correlation coefficient without scaling parameters), and created receptive fields in layer 2 that had small differences within a cell type (Extended Data, Fig.…”
Section: Cnn Internal Units Have Receptive Field Structure Matching Rmentioning
confidence: 99%
“…To achieve this, interactions in a network should be organized to exploit existing correlations in neural inputs to compensate for noise-induced errors. Such a trade-off between decorrelation and noise reduction possibly accounts for the organization of several biological information processing systems, e.g., the adaptation of center-surround receptive fields to ambient light intensity (12)(13)(14), the structure of retinal ganglion cell mosaics (15)(16)(17)(18), and the genetic regulatory network in a developing fruit fly (19,20). In engineered systems, compression (to decorrelate incoming data stream), followed by reintroduction of error-correcting redundancy, is an established way of building efficient codes (21).…”
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confidence: 99%