Spatial asymmetries in cat retinal ganglion cell responses |
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Authors: | Paolo Gaudiano Andrzej W. Przybyszewski Richard J. A. van Wezel Wim A. van de Grind |
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Affiliation: | (1) Department of Cognitive and Neural Systems, Boston University, 677 Beacon Street, Boston, MA 02215, USA, US;(2) Helmholtz Institute and Department of Comparative Physiology, Utrecht University, Padualaan 8, 3584 CH Utrecht, The Netherlands, NL |
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Abstract: | . Enroth-Cugell and Robson (1966) first proposed a classification of retinal ganglion cells into X cells, which exhibit approximate linear spatial summation and largely sustained responses, and Y cells, which exhibit nonlinearities and transient responses. Gaudiano (1992a, 1992b, 1994) has suggested that the dominant characteristics of both X and Y cells can be simulated with a single model simply by changing receptive field profiles to match those of the anatomical counterparts of X and Y cells. He also proposed that a significant component of the spatial nonlinearities observed in Y (and sometimes X) cells can result from photoreceptor nonlinearities coupled with push-pull bipolar connections. Specifically, an asymmetry was predicted in the ganglion cell response to rectangular gratings presented at different locations in the receptive field under two conditions: introduction/withdrawal (on-off) or contrast reversal. When measuring the response to these patterns as a function of spatial phase, the standard difference-of-Gaussians model predicts symmetrical responses about the receptive field center, while the push-pull model predicts slight but significant asymmetry in the on-off case only. To test this hypothesis, we have recorded ganglion cell responses from the optic tract fibers of anesthetized cat. The mean and standard deviations of responses to on-off and contrast-reversed patterns were compared. We found that all but one of the cells that yielded statistically significant data confirmed the hypothesis. These results largely support the theoretical prediction. Received: 21 March 1997 / Accepted in revised form: 6 May 1998 |
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