Literature DB >> 12590812

Spatiochromatic receptive field properties derived from information-theoretic analyses of cone mosaic responses to natural scenes.

Eizaburo Doi1, Toshio Inui, Te-Won Lee, Thomas Wachtler, Terrence J Sejnowski.   

Abstract

Neurons in the early stages of processing in the primate visual system efficiently encode natural scenes. In previous studies of the chromatic properties of natural images, the inputs were sampled on a regular array, with complete color information at every location. However, in the retina cone photoreceptors with different spectral sensitivities are arranged in a mosaic. We used an unsupervised neural network model to analyze the statistical structure of retinal cone mosaic responses to calibrated color natural images. The second-order statistical dependencies derived from the covariance matrix of the sensory signals were removed in the first stage of processing. These decorrelating filters were similar to type I receptive fields in parvo- or konio-cellular LGN in both spatial and chromatic characteristics. In the subsequent stage, the decorrelated signals were linearly transformed to make the output as statistically independent as possible, using independent component analysis. The independent component filters showed luminance selectivity with simple-cell-like receptive fields, or had strong color selectivity with large, often double-opponent, receptive fields, both of which were found in the primary visual cortex (V1). These results show that the "form" and "color" channels of the early visual system can be derived from the statistics of sensory signals.

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Year:  2003        PMID: 12590812      PMCID: PMC2928818          DOI: 10.1162/089976603762552960

Source DB:  PubMed          Journal:  Neural Comput        ISSN: 0899-7667            Impact factor:   2.026


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6.  Color-opponent receptive fields derived from independent component analysis of natural images.

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Journal:  Vision Res       Date:  2000       Impact factor: 1.886

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  19 in total

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9.  Implicit encoding of prior probabilities in optimal neural populations.

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