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Tytuł pozycji:

Models for discriminating image blur from loss of contrast.

Tytuł:
Models for discriminating image blur from loss of contrast.
Autorzy:
Solomon JA
Morgan MJ
Źródło:
Journal of vision [J Vis] 2020 Jun 03; Vol. 20 (6), pp. 19.
Typ publikacji:
Journal Article
Język:
English
Imprint Name(s):
Publication: <2002->: [Rockville, MD] : Association for Research in Vision and Ophthalmology (ARVO)
Original Publication: Charlottesville, VA : Scholar One, Inc., [2001]-
MeSH Terms:
Models, Theoretical*
Contrast Sensitivity/*physiology
Pattern Recognition, Visual/*physiology
Perceptual Distortion/*physiology
Choice Behavior ; Humans ; Likelihood Functions ; Probability
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Entry Date(s):
Date Created: 20200625 Date Completed: 20201126 Latest Revision: 20201126
Update Code:
20240105
PubMed Central ID:
PMC7416893
DOI:
10.1167/jov.20.6.19
PMID:
32579675
Czasopismo naukowe
Observers can discriminate between blurry and low-contrast images (Morgan, 2017). Wang and Simoncelli (2004) demonstrated that a code for blur is inherent to the phase relationships between localized pattern detectors of different scales. To test whether human observers actually use local phase coherence when discriminating between image blur and loss of contrast, we compared phase-scrambled chessboards with unscrambled chessboards. Although both stimuli had identical amplitude spectra, local phase coherence was disrupted by phase-scrambling. Human observers were required to concurrently detect and identify (as contrast or blur) image manipulations in the 2 × 2 forced-choice paradigm (Nachmias & Weber, 1975; Watson & Robson, 1981) traditionally considered to be a litmus test for "labelled lines" (i.e. detection mechanisms that can be distinguished on the basis of their preferred stimuli). Phase scrambling reduced some observers' ability to discriminate between blur and a reduction in contrast. However, none of our observers produced data consistent with Watson and Robson's most stringent test for labeled lines, regardless whether phases were scrambled or not. Models of performance fit significantly better when (a) the blur detector also responded to contrast modulations, (b) the contrast detector also responded to blur modulations, or (c) noise in the two detectors was anticorrelated.

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