The main objective of this project is to develop novel statistical methods for the analysis of cocaine relapse data. A particular interest is to understand the causes for the heterogeneity in cocaine relapse. Conventionally summary measures like percent of days abstinent and time to first relapse have been frequently used to characterize one's cocaine relapse pattern. However, these commonly used measures fail to utilize information that could be important to further distinguish the behaviors between subjects who share similar values of these measures. Moreover, they cannot describe the temporal trend of the data and thus prohibit the study of the relationship between relapse and time-varying variables such as craving/stress.
The specific aims of this project are to: 1) derive informative measures for one's cocaine use behavior and use such measures to subtype one's cocaine relapse pattern; 2) link one's cocaine relapse pattern to pretreatment variables including variables characterizing one's baseline cocaine use pattern and demographic variables like gender and age; 3) understand the dynamic relationship between cocaine relapse and time-varying craving/stress levels after treatment; 4) implement the developed statistical methods in user-friendly computer programs and make them available to the scientific com- munity. To achieve these aims, we will develop cutting-edge statistical methods covering several areas including functional data analysis, measurement errors, recurrent event processes and joint modeling of longitudinal outcomes and recurrent event processes. Statistical properties of these methods will be thoroughly investigated through both rigorous theoretical derivations as well as extensive simulations. Specifically, the proposed subtyping methods will enhance our understanding on the causes for cocaine relapse. This can in turn potentially inform the design of new individually targeted relapse prevention and pharmacological strategies to improve outcomes associated with cocaine dependence. Modeling the data as recurrent event processes al- lows us to make full use of the information available in one's relapse pattern and thus provides a more powerful way to detect any treatment effect. The proposed method to jointly model longitudinal outcomes and recurrent event processes allows us to assess the dynamic relationship between relapse and temporally varying variables such as craving/stress. A greater understanding of this relationship could lead to more effective treatment for cocaine abuse. In terms of statistical innovation, we for the first time introduce the novel concept of conducting functional data analysis for the mean and correlation structures of a stochastic process simultaneously, develop model-free methods to account for the measurement error when some predictors are derived from a stochastic process, and propose computationally efficient algorithms to jointly model longitudinal outcomes and recurrent event processes.

Public Health Relevance

This project will develop novel statistical methods for the analysis of cocaine relapse data. These new methods can be used to help understand the causes for the heterogeneity in individual cocaine relapse patterns. This in turn can potentially inform the design of new individually targeted, more effective relapse prevention and pharmacological strategies to improve outcomes associated with cocaine dependence.

Agency
National Institute of Health (NIH)
Institute
National Institute on Drug Abuse (NIDA)
Type
Research Project (R01)
Project #
7R01DA029081-02
Application #
8410831
Study Section
Biomedical Computing and Health Informatics Study Section (BCHI)
Program Officer
Hilton, Thomas
Project Start
2011-01-15
Project End
2013-12-31
Budget Start
2011-11-01
Budget End
2011-12-31
Support Year
2
Fiscal Year
2011
Total Cost
$89,519
Indirect Cost
Name
University of Miami Coral Gables
Department
Miscellaneous
Type
Other Domestic Higher Education
DUNS #
625174149
City
Coral Gables
State
FL
Country
United States
Zip Code
33146
Jiang, Yuan; He, Yunxiao; Zhang, Heping (2016) Variable Selection with Prior Information for Generalized Linear Models via the Prior LASSO Method. J Am Stat Assoc 111:355-376
Guan, Yongtao; Jalilian, Abdollah; Waagepetersen, Rasmus (2015) Quasi-likelihood for Spatial Point Processes. J R Stat Soc Series B Stat Methodol 77:677-697
Jiang, Yuan; Li, Ni; Zhang, Heping (2014) Identifying Genetic Variants for Addiction via Propensity Score Adjusted Generalized Kendall's Tau. J Am Stat Assoc 109:905-930
Szapocznik, Jose; Zarate, Monica; Duff, Johnathan et al. (2013) Brief strategic family therapy: engaging drug using/problem behavior adolescents and their families in treatment. Soc Work Public Health 28:206-23
Jalilian, Abdollah; Guan, Yongtao; Waagepetersen, Rasmus (2013) Decomposition of Variance for Spatial Cox Processes. Scand Stat Theory Appl 40:119-137
Szapocznik, Jose; Schwartz, Seth J; Muir, Joan A et al. (2012) Brief Strategic Family Therapy: An Intervention to Reduce Adolescent Risk Behavior. Couple Family Psychol 1:134-145
Guan, Yongtao (2011) Second-order analysis of semiparametric recurrent event processes. Biometrics 67:730-9
Guan, Yongtao; Li, Yehua; Sinha, Rajita (2011) Cocaine Dependence Treatment Data: Methods for Measurement Error Problems With Predictors Derived From Stationary Stochastic Processes. J Am Stat Assoc 106:480-493
Guan, Yongtao; Yan, Jun; Sinha, Rajita (2011) Variance estimation for statistics computed from single recurrent event processes. Biometrics 67:711-8