David Bourget (Western Ontario)
David Chalmers (ANU, NYU)
Rafael De Clercq
Ezio Di Nucci
Jack Alan Reynolds
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Acta Psychologica 114:355-378 (2003)
Visual space can be distinguished from physical space. The first is found in visual experience, while the second is defined independently of perception. Theorists have wondered about the relation between the two. Some investigators have concluded that visual space is non-Euclidean, and that it does not have a single metric structure. Here it is argued that visual space exhibits contraction in all three dimensions with increasing distance from the observer, that experienced features of this contraction are not the same as would be the experience of a perspective projection onto a fronto-parallel plane, and that such contraction is consistent with size constancy. These properties of visual space are different from those that would be predicted if spatial perception resulted from the successful solution of the inverse problem. They are consistent with the notion that optical constraints have been internalized. More generally, they are also consistent with the notion that visual spatial structures bear a resemblance relation to physical spatial structures. This notion supports a type of representational relation that is distinct from mere causal correspondence. The reticence of some philosophers and psychologists to discuss the structure of phenomenal space is diagnosed in terms of the simple materialism and the functionalism of the 1970s and 1980s
|Keywords||Geometry of Visual Space Size Constancy|
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Citations of this work BETA
Gary Hatfield (2005). Introspective Evidence in Psychology. In P. Achinstein (ed.), Scientific Evidence: Philosophical Theories & Applications. The Johns Hopkins University Press
Gary Hatfield (2007). The Reality of Qualia. Erkenntnis 66 (1-2):133--168.
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Jonathan Vogel (2010). BonJour on Explanation and Skepticism. Studies in History and Philosophy of Science Part A 41 (4):413-421.
Mark Wagner & Anthony J. Gambino (forthcoming). Variations in the Anisotropy and Affine Structure of Visual Space: A Geometry of Visibles with a Third Dimension. Topoi:1-16.
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