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Color perception in the intermediate periphery of the visual field Thorsten Hansen, Lars Pracejus & Karl R. Gegenfurtner Abteilung Allgemeine Psychologie
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Introduction Perception in the periphery Contrast sensitivity Fine details (high spatial frequencies) are harder to detect in the periphery. This can be compensated by magnifying the image.
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Introduction Cone density in the human retina Curcio et al. (1990) Steep decline towards periphery. Nasal retina has a higher density than temporal retina. Nasal Fovea Temporal 1000 /mm²
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Introduction Color opponency in the fovea Derrington (2001). The RF center of a parvo ganglion cell in the fovea is driven by a single cone.
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Introduction Color opponency at larger eccentricities …is expected to be weaker and will eventually be zero when the center and surround is driven by an equal ratio of L:M cells Fovea Periphery
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Introduction Psychophysics vs. physiology Psychophysics (Human) Cell recording (Macaque) Macaque ganglion cells remain color sensitive, while human performance drops. Martin et al. (2001). Nature.
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Introduction Psychophysics Mullen, Sakurai & Chu (2005). Perception. »Thus we conclude that there is little or no L/M cone opponent response measurable psychophysically beyond 20–30 deg of eccentricity in the nasal visual field.« Lum S−(L+M) L−M
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Methods Setup: Elumens Vision station
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Methods Cone-opponent axes
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Methods DKL color space An achromatic axis: Lum Two chromatic axes: L−M and S − (L+M)) L−ML−M S−(L+M) Lum L−ML−M S−(L+M) Derrington Krauskopf Lennie
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Short presentation stimuli (500 ms) forced choice (4AFC) threshold measured by standard stair-case procedure Exp 1 & 2: Detection & Identification Exp. 3: Discrimination Methods Procedure
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Results Chromatic detection (5 deg stimulus) N = 7 in % 10° 20° 30° 40° 50°
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Results Identification (5 deg stimulus) in % 10° 50° N = 7
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Results Chromatic detection (8 deg stimulus) N = 3 L−M S−(L+M) Eccentricity (deg) Lum
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Comparison color varied along 8 chromatic directions Methods Chromatic discrimination Ellipse was fit to the data to characterize discrimination performance
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Results Control: Foveal discrimination …as expected: Best at the adaptation point Elongated along the saturation axes Krauskopf & Gegenfurtner (1992). Vision Res.; Hansen, Giesel & Gegenfurtner (in press), J. Vision.
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Results Discrimination at 50° Larger size of ellipses: Discrimination is worse, but not absent! Greatest increase along L−M axis Leads to rounder shapes of ellipses off the L−M axis
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Summary Chromatic processing in the periphery Detection Identification Discrimination As long as the stimuli are large enough, peripheral color vision is just like foveal vision.
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Supplementary material
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Discussion Size matters (Mullen et al. 2005) “sinring” stimuli: Radial size was only 1.5 deg.
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Introduction Cortical representation Cortical magnification factor The central part of the visual field (10 deg) is represented by about half of all neurons in primary visual cortex V1
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Introduction Color in the periphery: Previous work Noorlander, Koenderink, den Ouden, & Edens, 1983 Mullen & Kingdom, 2002 Mullen, Sakurai & Chu, 2005 Sakurai & Mullen, 2006
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Cone density in the retina (1D)
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Introduction Physiology Size of the receptive fields Cortical representation Center – surround ratio Random wiring Results physiology – psychophysics
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Introduction Open questions Ψ ? ? Derrington (2001). Nature. Do humans have similar cone-opponency at the early stages, which somehow got lost at higher processing? Is the macaque a bad model color processing in humans?
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Discussion Biased sample? (Martin et al. 2001) 34/53 overt red-green response 28/35 cone-opponent 11 not significantly different from foveal cells
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Results Cone-opponent thresholds Further evidence for chromatic discrimination
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Introduction Color opponency at larger eccentricities Several factors can contribute to preserve color opponency selective wiring (vs. random wiring) elongated RFs unequal/random distribution of cone types at each retinal location
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Introduction Physiology „Random Wiring“ vs. „Selective Wiring“ Jusuf et al., 2006
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Introduction Selectivity by elongated RFs Martin et al., 2001 Midget RF centers are elongated and may rotate to sample one cone type more than the other to increase cone-purity
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Introduction Elongated RFs can increase the L/(L+M) ratio Martin et al., 2001
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Methods Calibration
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