A single time-to-event, e.g., overall survival time, has been the typical primary endpoint in longitudinal cancer and HIV/AIDS studies. However, this outcome alone is generally inadequate to capture all the impacts, clinical and economic, that a treatment (and/or other covariates) might have. Comprehensive assessment of treatments has been increasingly advocated in recent years, and this effort has posed many unique statistical challenges. The broad objective of this research is to address some of these challenges in chronic disease research and develop new statistical methods. Major efforts will be directed toward (1) cost and cost-effectiveness analyses with incomplete follow-up data and (2) marginal analysis'^ time-between- events in multi-state processes and recurrent events. Current developments in these two areas are inadequate and substantial gaps of knowledge exist. Given that our health care system is increasingly constrained with limited resources, nowadays cost evaluation is becoming an important component in medical research and has been integrated in many studies. This work will focus on developing semiparametric estimation and regression procedures that accommodate right-censored data. The second area of research concerns the analysis of disease processes represented by multiple clinical states or recurrent events. Existing statistical methods largely target at time-to-events. This research will address time-between-events, which are of direct scientific interest in many circumstances. Despite the challenges of these long-standing problems, preliminary investigations have shown considerable promise for elegant and practical solutions. Large-sample properties of the proposed estimators will be rigorously investigated. Extensive simulation studies will be performed to validate these proposals under practical sample sizes. The proposed methods will be applied to a number of clinical studies. User-friendly computer programs will be developed and made available to the research community. ? ? ?

Agency
National Institute of Health (NIH)
Institute
National Cancer Institute (NCI)
Type
Research Project (R01)
Project #
5R01CA090747-06
Application #
7256215
Study Section
Biostatistical Methods and Research Design Study Section (BMRD)
Program Officer
Mariotto, Angela B
Project Start
2001-04-01
Project End
2009-05-31
Budget Start
2007-06-01
Budget End
2008-05-31
Support Year
6
Fiscal Year
2007
Total Cost
$93,149
Indirect Cost
Name
Emory University
Department
Biostatistics & Other Math Sci
Type
Schools of Public Health
DUNS #
066469933
City
Atlanta
State
GA
Country
United States
Zip Code
30322
Huang, Yijian (2010) QUANTILE CALCULUS AND CENSORED REGRESSION. Ann Stat 38:1607-1637
Huang, Yijian; Peng, Limin (2009) Accelerated Recurrence Time Models. Scand Stat Theory Appl 36:636
Huang, Yijian; Zhang, Rebecca; Culler, Steven D et al. (2008) Costs and effectiveness of cardiac rehabilitation for dialysis patients following coronary bypass. Kidney Int 74:1079-84
Wang, C Y; Huang, Yijian; Chao, Edward C et al. (2008) Expected estimating equations for missing data, measurement error, and misclassification, with application to longitudinal nonignorable missing data. Biometrics 64:85-95
Song, Xiao; Huang, Yijian (2006) A corrected pseudo-score approach for additive hazards model with longitudinal covariates measured with error. Lifetime Data Anal 12:97-110
Song, Xiao; Huang, Yijian (2005) On corrected score approach for proportional hazards model with covariate measurement error. Biometrics 61:702-14
Chen, Ying Qing; Wang, Mei-Cheng; Huang, Yijian (2004) Semiparametric regression analysis on longitudinal pattern of recurrent gap times. Biostatistics 5:277-90
Huang, Yijian; Chen, Ying Qing (2003) Marginal regression of gaps between recurrent events. Lifetime Data Anal 9:293-303
Wang, C Y; Huang, Yijian (2003) Error in timing in regression with observed longitudinal measurements. Stat Med 22:2577-90