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Quantile Regression for Exposure Data with Repeated Measures in the Presence of Non-Detects

Supporting Files
File Language:
English


Details

  • Alternative Title:
    J Expo Sci Environ Epidemiol
  • Personal Author:
  • Description:
    Background:

    Exposure data with repeated measures from occupational studies are frequently right-skewed and left-censored. To address right-skewed data, data are generally log-transformed and analyses modelling the geometric mean operate under the assumption the data is log-normally distributed. However, modeling the mean of exposure may lead to bias and loss of efficiency if the transformed data do not follow a known distribution. Additionally, left censoring occurs when measurements are below the limit of detection (LOD).

    Objective:

    To present a complete illustration of the entire conditional distribution of an exposure outcome by examining different quantiles, rather than modeling the mean.

    Methods:

    We propose an approach combining the quantile regression model, which does not require any specified error distributions, with the substitution method for skewed data with repeated measurements and non-detects.

    Results:

    In a simulation study and application example, we demonstrate that this method performs well, particularly for highly right-skewed data, as parameter estimates are consistent and have smaller mean squared error relative to existing approaches.

    Significance:

    The proposed approach provides an alternative insight into the conditional distribution of an exposure outcome for repeated measures models.

  • Subjects:
  • Source:
    J Expo Sci Environ Epidemiol. 31(6):1057-1066
  • Pubmed ID:
    34108633
  • Pubmed Central ID:
    PMC8595850
  • Document Type:
  • Funding:
  • Volume:
    31
  • Issue:
    6
  • Collection(s):
  • Main Document Checksum:
    urn:sha256:dcedd4da7b8ccc05df99f42bb3bcf398c2d3b1232b2dd3bbc3a37874f335672f
  • Download URL:
  • File Type:
    Filetype[PDF - 477.16 KB ]
File Language:
English
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