April 2014
Volume 55, Issue 13
Free
ARVO Annual Meeting Abstract  |   April 2014
Censoring sensitivities results in a non-linear model of sensitivity vs. variability for standard automated perimetry
Author Affiliations & Notes
  • Deborah Goren
    Discoveries in Sight Laboratories, Devers Eye Institute, Portland, OR
  • William H Swanson
    School of Optometry, Indiana University, Bloomington, IN
  • Shaban Demirel
    Discoveries in Sight Laboratories, Devers Eye Institute, Portland, OR
  • Stuart Keith Gardiner
    Discoveries in Sight Laboratories, Devers Eye Institute, Portland, OR
  • Footnotes
    Commercial Relationships Deborah Goren, None; William Swanson, None; Shaban Demirel, None; Stuart Gardiner, None
  • Footnotes
    Support None
Investigative Ophthalmology & Visual Science April 2014, Vol.55, 5631. doi:
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    • Get Citation

      Deborah Goren, William H Swanson, Shaban Demirel, Stuart Keith Gardiner; Censoring sensitivities results in a non-linear model of sensitivity vs. variability for standard automated perimetry. Invest. Ophthalmol. Vis. Sci. 2014;55(13):5631.

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      © ARVO (1962-2015); The Authors (2016-present)

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Abstract
 
Purpose
 

Recently, perimetric sensitivities below ~15-19dB have been shown to be effectively uninformative of true functional status, as they are likely beyond the effective dynamic range of perimetry (Goren, 2013, ARVO). This study examines whether excluding these values alters the nature of the relation between sensitivity and variability.

 
Methods
 

Thirty-four individuals with moderate to advanced glaucoma were tested at 4 individually chosen locations (35 trials x 7 contrast levels) using size III SAP stimuli on an Octopus perimeter. Frequency of seeing curves were generated to which cumulative Gaussian curves were fit, assuming a maximum potential response probability of 95%, and used to estimate sensitivity and variability for each location tested. The sensitivity-variability relation was modeled using a linear model (Var=m*Sens+b), and a non-linear model (Var=eA-B*Sens) similar to that of Henson et al (IOVS 2000); once including all sensitivities and once excluding values less than 19dB. Akaike’s Information Criterion (AIC) was calculated for each model, first for all available data, and then for 1000 bootstrapped resamplings. AICs were compared using the paired Wilcoxon test.

 
Results
 

When including all sensitivities, the linear model produced lower (better) AIC in the entire dataset (AIClin: 668.65; AICnon-lin: 685.96; Fig A), and in 100% of bootstrapped samples (p<0.001). When sensitivities less than 19dB were excluded, AIC for the non-linear model were lower than for the linear model overall (AIClin:212.30; AICnon-lin:211.07; Fig B) and in 72% of bootstrapped samples (p<0.001). Model coefficients from Henson et al (A=3.27; B=0.081) were within the 95% confidence limits of the nonlinear model coefficient estimates when sensitivities <19dB were excluded (A:2.72-4.56; B:0.06-0.14), but this was not true when all sensitivities were included (A:2.29-2.44; B:0.03-0.04).

 
Conclusions
 

Inclusion of all sensitivity values suggested a linear model relating sensitivity to variability. However when uninformative sensitivities (<19dB) were excluded, non-linear models fit the sensitivity-variability relation best, consistent with the Henson model. These findings suggest that inclusion of uninformative sensitivities may lead to erroneous conclusions regarding sensitivity-variability relations and that more appropriate conclusions are reached when sensitivities below 19dB are censored.

  
Keywords: 758 visual fields  
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