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Browsing Mathematics & Statistics by Subject "interval censoring"

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Browsing Mathematics & Statistics by Subject "interval censoring"

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  • MacKenzie, Gilbert; Peng, Defen (IWSM, 2010)
    We present a general likelihood for interval censored survival data arising in longitudinal studies such as longitudinal randomized controlled clinical trials (RCTs) and give some general formulae for inference in ...
  • Al-tawarah, Yasin; MacKenzie, Gilbert (IWSM, 2002)
    The survival function of the logistic proportional hazards (PH) regression model, MacKenzie (1996), is obtained. A general likelihood for interval censored survival data which depends only on various closed forms of ...
  • Peng, Defen; MacKenzie, Gilbert; Burke, Kevin (Wiley and Sons Ltd.,, 2020)
    We develop flexible multiparameter regression (MPR) survival models for interval‐censored survival data arising in longitudinal prospective studies and longitudinal randomised controlled clinical trials. A multiparameter ...
  • Al-tawarah, Yasin; MacKenzie, Gilbert (IWSM, 2003)
    In longitudinal studies with a set of continuous or ordinal repeated response variables it may be convenient to summarize the outcome as a threshold event. Then, the time to this event becomes of interest. In this paper ...
  • Peng, Defen; MacKenzie, Gilbert (IWSM, 2011)
    Recently, several advances have been made in the analysis of interval censored (IC) data mainly in relation to semi-parametric proportional hazard (PH) models (Gómez et al., 2009, Lesaffre et al., 2005). It is arguable, ...
  • Peng, Defen; Burke, Kevin; MacKenzie, Gilbert (IWSM, 2018)
    The Weibull multi-parameter regression (MPR) model with frailty is developed for interval censored survival data. The basic MPR model which is wholly parametric with non-proportional hazards was developed by Burke ...

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