December 2017
Volume 17, Issue 15
Open Access
OSA Fall Vision Meeting Abstract  |   December 2017
S-cone and achromatic contrast sensitivity functions
Author Affiliations & Notes
  • Jingyi He
    Northeastern University
  • Christopher Taylor
    New England College of Optometry
  • Frances Rucker
    New England College of Optometry
  • Rhea Eskew
    Northeastern University
  • Footnotes
     * Presenting author (otherwise assume first author presents)
Journal of Vision December 2017, Vol.17, 42-43. doi:https://doi.org/10.1167/17.15.42a
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      Jingyi He, Christopher Taylor, Frances Rucker, Rhea Eskew; S-cone and achromatic contrast sensitivity functions. Journal of Vision 2017;17(15):42-43. https://doi.org/10.1167/17.15.42a.

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      © ARVO (1962-2015); The Authors (2016-present)

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Abstract

Vision that is served by the S cones alone is poor in both spatial and temporal resolution (e.g., Humanski & Wilson, 1992; Kelly, 1961; Stockman, MacLeod, & DePriest, 1991; Wisowaty & Boynton, 1980). However, few studies have directly compared S cone and achromatic vision measured under comparable conditions and in meaningful units. In this experiment, we measured contrast sensitivity functions using Gabor patches with carrier frequencies from 1 to 16 cpd, with a two-temporal alternative forced-choice method. Stimuli contrast-reversed at 2 or 10 Hz, and had color directions that were achromatic or that isolated the S cones using silent substitution. All stimuli had constant spatial and temporal bandwidth (1.2 octaves) and the adaptation conditions were kept constant (grey background at 59 cd/m2). Sensitivities are expressed in terms of cone contrast vector length. All CSFs were low-pass (down to 1 cpd). At 2 Hz, S cone and achromatic sensitivities were similar for low spatial frequency patterns, but, unsurprisingly, achromatic sensitivity was higher at higher spatial frequencies. Increasing the temporal frequency to 10 Hz had relatively little effect at low spatial frequencies but it caused a decrease in sensitivity at higher spatial frequencies in both conditions. The

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