The proposed research is in biostatistical methods associated with event time data (data on survival times, detection times of carcinogenic growths, recurrence times of symptoms, etc.). The objective is to develop additional statistical models for such data, along with associated methods of statistical analysis. The focus will be on semiparametric Bayesian models and methods. The semiparametric nature allows considerable generality and applicability but enough structure for useful physical interpretation and understanding for particular applications in medical research. Recent advances in Bayesian theory and computations make the study of complex models and data structures feasible. Four categories of event time data will be considered: univariate survival data (survival times for a group of unrelated patients), multiple event time data (successive repeated events in each of a group of unrelated patients), multivariate survival data (survival times for a group of patients who are related to each other either genetically or environmentally), two independent events in tandem to every patient (such as infection and onset of disease). Each model considered has been subjected to some kind of censoring mechanism, such as right censoring, grouping (due to inexact measurement or periodic followup), interval censoring (due to missed followups). Monte Carlo algorithms, including data augmentation and Gibbs sampling, will be used to deal with the complexity of the model as well as the censoring or grouping present in the data. The research method includes mathematical modeling, mathematical developments of statistical methods, writing of computer algorithms, and exemplification by reanalysis of published data sets from cancer and other medical studies and animal experiments with carcinogens. Models and methods developed in this research should lead to an improved understanding of event time data occurring in clinical research in cancer and other diseases--including the relation of event times to various risk factors, and quantification of group (familial) dependencies.

Agency
National Institute of Health (NIH)
Institute
National Cancer Institute (NCI)
Type
First Independent Research Support & Transition (FIRST) Awards (R29)
Project #
5R29CA069222-04
Application #
2748821
Study Section
Special Emphasis Panel (ZRG7-SSS-1 (19))
Program Officer
Erickson, Burdette (BUD) W
Project Start
1995-08-15
Project End
2000-07-31
Budget Start
1998-08-01
Budget End
1999-07-31
Support Year
4
Fiscal Year
1998
Total Cost
Indirect Cost
Name
University of New Hampshire
Department
Biostatistics & Other Math Sci
Type
Schools of Engineering
DUNS #
111089470
City
Durham
State
NH
Country
United States
Zip Code
03824
Gupta, Cherry; Cobre, Juliana; Polpo, Adriano et al. (2016) Semiparametric Bayesian estimation of quantile function for breast cancer survival data with cured fraction. Biom J 58:1164-77
Parzen, Michael; Ghosh, Souparno; Lipsitz, Stuart et al. (2011) A generalized linear mixed model for longitudinal binary data with a marginal logit link function. Ann Appl Stat 5:449-467
Li, Xiaoyun; Bandyopadhyay, Dipankar; Lipsitz, Stuart et al. (2011) Likelihood methods for binary responses of present components in a cluster. Biometrics 67:629-35
Parikh, Ankit; Natarajan, Sundar; Lipsitz, Stuart R et al. (2011) Iron deficiency in community-dwelling US adults with self-reported heart failure in the National Health and Nutrition Examination Survey III: prevalence and associations with anemia and inflammation. Circ Heart Fail 4:599-606
Jaffa, Miran A; Woolson, Robert F; Lipsitz, Stuart R (2011) Slope Estimation for Bivariate Longitudinal Outcomes Adjusting for Informative Right Censoring Using Discrete Survival Model: Application to the Renal Transplant Cohort. J R Stat Soc Ser A Stat Soc 174:387-402
Troxel, Andrea B; Lipsitz, Stuart R; Fitzmaurice, Garrett M et al. (2010) A weighted combination of pseudo-likelihood estimators for longitudinal binary data subject to non-ignorable non-monotone missingness. Stat Med 29:1511-21
Friedberg, Jennifer P; Lipsitz, Stuart R; Natarajan, Sundar (2010) Challenges and recommendations for blinding in behavioral interventions illustrated using a case study of a behavioral intervention to lower blood pressure. Patient Educ Couns 78:5-11
McGreevy, Katharine M; Lipsitz, Stuart R; Linder, Jeffrey A et al. (2009) Using median regression to obtain adjusted estimates of central tendency for skewed laboratory and epidemiologic data. Clin Chem 55:165-9
Parikh, Ankit; Lipsitz, Stuart R; Natarajan, Sundar (2009) Association between a DASH-like diet and mortality in adults with hypertension: findings from a population-based follow-up study. Am J Hypertens 22:409-16
Moore, Charity G; Lipsitz, Stuart R; Addy, Cheryl L et al. (2009) Logistic regression with incomplete covariate data in complex survey sampling: application of reweighted estimating equations. Epidemiology 20:382-90

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