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Analysis of time to a silent event whose occurrence is monitored with error, with application to mother-to-child HIV
Peng Zhang1, Stephen W Lagakos
1Department of Biostatistics, Harvard University, 655 Huntington Ave, Boston, MA 02115, USA.
Abstract:
Inferences about the distribution of time to HIV infection in infants are complicated because infection is a silent event and imperfect diagnostic tests are used to detect its occurrence, leading to false-positive and false-negative results. Nonparametric likelihood approaches are computationally hampered by a large number of parameters and a possibly nonconcave likelihood function. To overcome these difficulties, we develop one-sample and regression methods based on profile likelihood and Markov chain Monte Carlo techniques. The methods also provide a useful diagnostic for assessing the infection status of individual subjects, and are illustrated using results from a recent clinical trial for the prevention of mother-to-child HIV transmission.
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