| Literature DB >> 24008796 |
A F Nunes1, P M L Monteiro, M Vaz Pato.
Abstract
CONTEXT: Contrast sensitivity (CS) function is one of the most important tests available for evaluating visual impairment. Multiple sclerosis (MS) can produce highly selective losses in visual function and psychophysical studies have demonstrated CS deficits for some spatial frequencies. AIMS: This work studies the differences in CS between a group of controls and a group of MS patients, focusing on the location of the maximum sensitivity peak, shape of the curve, and determination of the most affected spatial frequencies.Entities:
Mesh:
Year: 2014 PMID: 24008796 PMCID: PMC4005235 DOI: 10.4103/0301-4738.116485
Source DB: PubMed Journal: Indian J Ophthalmol ISSN: 0301-4738 Impact factor: 1.848
Contrast sensitivity mean values and standard deviations (expressed in log units) for control and multiple sclerosis groups, differences between group means, mean of all subjects contrast sensitivity function peak positions for each group, and peak displacement between groups
Statistical analysis with P values and correlation coefficients
Figure 1Contrast sensitivity function for control and multiple sclerosis groups. Mean values with standard deviation bars, differences between means, and best fit curves to mean values. Best fit curve for control means is CSF (ω) = −0.4995 ω3 − 1.036 ω2 + 1.856 w+ 1.706 with R2 = 0.9974. Best fit curve for MS means is CSF (ω) = −0.09305 ω3 − 2.303 ω2 + 2.752 ω + 1.514 with R2 = 0.9985
Figure 2Contrast sensitivity function for control (a) and multiple sclerosis subjects (b) grouped by age. Mean values with standard deviation bars, differences between means, and best fit curves to mean values are presented
Mean position co-ordinates and standard deviations (mean±SD) for all subjects contrast sensitivity function peaks in each subgroup
Figure 3Contrast sensitivity function for multiple sclerosis patients, grouped by disability level in the expanded disability status scale. Mean values with standard deviation bars, differences between means, and best fit curves to mean values