Stability of exploratory multivariate data modeling in longitudinal data

被引:0
|
作者
Haydar Sengul
M Michael Barmada
机构
[1] University of Pittsburgh,Department of Human Genetics, Graduate School of Public Health
来源
关键词
Factor Score; Framingham Heart Study; Genetic Analysis Workshop; Multiple Linear Regression Technique; Framingham Heart Study Data;
D O I
暂无
中图分类号
学科分类号
摘要
Exploratory data-driven multivariate analysis provides a means of investigating underlying structure in complex data. To explore the stability of multivariate data modeling, we have applied a common method of multivariate modeling (factor analysis) to the Genetic Analysis Workshop 13 (GAW13) Framingham Heart Study data. Given the longitudinal nature of the data, multivariate models were generated independently for a number of different time points (corresponding to cross-sectional clinic visits for the two cohorts), and compared. In addition, each multivariate model was used to generate factor scores, which were then used as a quantitative trait in variance component-based linkage analysis to investigate the stability of linkage signals over time. We found surprisingly good correlation between factor models (i.e., predicted factor structures), maximum LOD scores, and locations of maximum LOD scores (0.81< ρ <0.94 for factor scores; ρ >0.99 for peak locations; and 0.67< ρ <0.93 for peak LOD scores). Furthermore, the regions implicated by linkage analysis with these factor scores have also been observed in other studies, further validating our exploratory modeling.
引用
收藏
相关论文
共 50 条
  • [1] Stability of exploratory multivariate data modeling in longitudinal data
    Sengul, H
    Barmada, MM
    BMC GENETICS, 2003, 4 (Suppl 1)
  • [2] Dynamic modeling for multivariate functional and longitudinal data
    Hao, Siteng
    Lin, Shu-Chin
    Wang, Jane-Ling
    Zhong, Qixian
    JOURNAL OF ECONOMETRICS, 2024, 239 (02)
  • [3] JOINT MODELING OF MULTISTATE AND NONPARAMETRIC MULTIVARIATE LONGITUDINAL DATA
    You, Lu
    Salami, Falastin
    Torn, Carina
    Lernmark, Ake
    Tamura, Roy
    ANNALS OF APPLIED STATISTICS, 2024, 18 (03): : 2444 - 2461
  • [4] Multivariate disease progression modeling with longitudinal ordinal data
    Poulet, Pierre-Emmanuel
    Durrleman, Stanley
    STATISTICS IN MEDICINE, 2023, 42 (18) : 3164 - 3183
  • [5] Modeling the Cholesky factors of covariance matrices of multivariate longitudinal data
    Kohli, Priya
    Garcia, Tanya P.
    Pourahmadi, Mohsen
    JOURNAL OF MULTIVARIATE ANALYSIS, 2016, 145 : 87 - 100
  • [6] Comparison study of modeling covariance matrix for multivariate longitudinal data
    Kwak, Na Young
    Lee, Keunbaik
    KOREAN JOURNAL OF APPLIED STATISTICS, 2020, 33 (03) : 281 - 296
  • [7] Multivariate single index modeling of longitudinal data with multiple responses
    Tian, Zibo
    Qiu, Peihua
    STATISTICS IN MEDICINE, 2023, 42 (17) : 2982 - 2998
  • [8] 1996 Remington Lecture: Modeling multivariate longitudinal data that are incomplete
    Espeland, MA
    Craven, TE
    Miller, ME
    D'Agostino, R
    ANNALS OF EPIDEMIOLOGY, 1999, 9 (03) : 196 - 205
  • [9] Dependence modeling of multivariate longitudinal hybrid insurance data with dropout
    Frees, Edward W.
    Bolance, Catalina
    Guillen, Montserrat
    Valdez, Emiliano A.
    EXPERT SYSTEMS WITH APPLICATIONS, 2021, 185
  • [10] Joint modeling of multivariate nonparametric longitudinal data and survival data: A local smoothing approach
    You, Lu
    Qiu, Peihua
    STATISTICS IN MEDICINE, 2021, 40 (29) : 6689 - 6706