Abstract

We address the question of color-space interactions in the brain, by proposing a neural field model of color perception with spatial context for the visual area V1 of the cortex. Our framework reconciles two opposing perceptual phenomena, known as simultaneous contrast and chromatic assimilation. They have been previously shown to act synergistically, so that at some point in an image, the color seems perceptually more similar to that of adjacent neighbors, while being more dissimilar from that of remote ones. Thus, their combined effects are enhanced in the presence of a spatial pattern, and can be measured as larger shifts in color matching experiments. Our model supposes a hypercolumnar structure coding for colors in V1, and relies on the notion of color opponency introduced by Hering. The connectivity kernel of the neural field exploits the balance between attraction and repulsion in color and physical spaces, so as to reproduce the sign reversal in the influence of neighboring points. The color sensation at a point, defined from a steady state of the neural activities, is then extracted as a nonlinear percept conveyed by an assembly of neurons. It connects the cortical and perceptual levels, because we describe the search for a color match in asymmetric matching experiments as a mathematical projection on color sensations. We validate our color neural field alongside this color matching framework, by performing a multi-parameter regression to data produced by psychophysicists and ourselves. All the results show that we are able to explain the nonlinear behavior of shifts observed along one or two dimensions in color space, which cannot be done using a simple linear model.

Highlights

  • Color induction, which refers to a change in color appearance of a test stimulus under the influence of spatially neighboring stimuli in the field of view [1], has been extensively studied in psychophysics [2]

  • Details of this difficult numerical task are provided in S2 Appendix, where we state three algorithms for reproducing the Color Neural Field dynamics, simulating a color matching experiment, and performing the regression

  • We simulate the dynamics of Eq (3) in the case of a purple/lime patterned cortical image I shown in Fig B in S2 Appendix (Fig 8)

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Summary

Introduction

Color induction, which refers to a change in color appearance of a test stimulus under the influence of spatially neighboring stimuli in the field of view [1], has been extensively studied in psychophysics [2] This effect has been observed for uniform inducing surrounds [3,4,5,6,7] and geometrically more complex ones as well [8,9,10,11,12,13,14,15]. The geometry of spatial context, and especially the frequency of chromatic modulation, have been shown to play an important role in color induction Many works on this subject have been devoted to the study of two induction effects in particular, known as chromatic assimilation and simultaneous contrast (see Fig 1). Simultaneous contrast corresponds to the test chromatic appearance changing away from the chromaticity of inducing stimuli

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