2017
DOI: 10.3389/fpsyg.2017.02078
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A Binocular Information Source for Size Perception

Abstract: For too long, size perception research has been guided by the size distance invariance hypothesis. Although research to validate this hypothesis has been largely inconclusive, the hypothesis has endured, perhaps in part because alternative information sources for size perception were lacking. Here, I propose a binocular information source for size perception. The model, drawing on the binocular geometry of viewing a physical extent, is expressed solely in terms of four angular measures and interocular distance… Show more

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Cited by 3 publications
(20 citation statements)
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“…If, as the SDIH predicts, S ′ is derived from visual angle 𝜃 by taking D ′ into account, the partial correlation between 𝜃 and S ′ should be zero when the effect of D ′ is controlled. If, on the other hand, as contended here, S ′ and D ′ are independent, or more specifically, S ′ is directly perceived by the information conveyed by Kim’s (2017) binocular variable, a high bivariate correlation between S ′ and object size S should remain unaffected even when the influences of D ′ or any other candidate intervening variables, such as 𝜃 or convergence angle ϕ , are held constant. For correlation analyses, 𝜃 , ϕ, S , and D were entered as stimulus (or manipulated) variables 4 and S ′ and D ′ as perceptual (or responding) variables.…”
Section: Experiments 1: Perceptual Independence Of Size and Distance Imentioning
confidence: 89%
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“…If, as the SDIH predicts, S ′ is derived from visual angle 𝜃 by taking D ′ into account, the partial correlation between 𝜃 and S ′ should be zero when the effect of D ′ is controlled. If, on the other hand, as contended here, S ′ and D ′ are independent, or more specifically, S ′ is directly perceived by the information conveyed by Kim’s (2017) binocular variable, a high bivariate correlation between S ′ and object size S should remain unaffected even when the influences of D ′ or any other candidate intervening variables, such as 𝜃 or convergence angle ϕ , are held constant. For correlation analyses, 𝜃 , ϕ, S , and D were entered as stimulus (or manipulated) variables 4 and S ′ and D ′ as perceptual (or responding) variables.…”
Section: Experiments 1: Perceptual Independence Of Size and Distance Imentioning
confidence: 89%
“…Recently, Kim (2017) proposed an alternative source of information that the binocular visual system could utilize to detect an object’s size—the horizontal extent of an object. Drawing on the binocular geometry of viewing a fronto-parallel line segment AB ( Figure 1B ), the proposed variable is expressed as follows:…”
Section: Introductionmentioning
confidence: 99%
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