Staudte R G, Huggins R M, Zhang J, Axelrod D E, Kimmel M
School of Statistical Science, La Trobe, University, Bundoora, Victoria, Australia.
Math Biosci. 1997 Jul 15;143(2):103-21. doi: 10.1016/s0025-5564(97)00006-0.
We utilize an extension of the variance-components models for cell lineage data in Huggins and Staudte (R.M. Huggins and R.G. Staudte, Variance components models for dependent cell populations. J. Am. Stat. Assoc. 89:19-29 (1994) to analyze NIH3T3 cells grown in two different media. This modeling approach has the advantage of a simple built-in correlation structure between familial members and allows for estimating experimental effects, rather than treating them as random effects. In addition, this methodology gives robust estimates of model parameters together with standard errors required for statistical inference. The importance of clonal heterogeneity and interexperiment variability in modeling eukaryotic cell cycles was previously pointed out by Kuczek and Axelrod (T. Kuczek and D.E. Axelrod, The importance of clonal heterogeneity and interexperimental variability in modeling the eukaryotic cell cycle. Math. Biosci. 79:87-96 (1986). This analysis confirms significantly positive sister-sister correlation when cells are grown in rich or poor medium and negative mother-daughter correlation when cells are grown in poor medium. However, for cells grown in rich medium, Kuczek and Axelrod's analysis gives negative mother-daughter correlations, whereas this analysis gives significant positive mother-daughter correlations.
我们利用了Huggins和Staudte(R.M. Huggins和R.G. Staudte,《依赖细胞群体的方差成分模型》。《美国统计协会杂志》89:19 - 29(1994年))中细胞谱系数据方差成分模型的扩展,来分析在两种不同培养基中培养的NIH3T3细胞。这种建模方法的优点是家族成员之间具有简单的内置相关结构,并且能够估计实验效应,而不是将它们视为随机效应。此外,这种方法能给出模型参数的稳健估计以及统计推断所需的标准误差。Kuczek和Axelrod(T. Kuczek和D.E. Axelrod,《克隆异质性和实验间变异性在真核细胞周期建模中的重要性》。《数学生物科学》79:87 - 96(1986年))之前曾指出克隆异质性和实验间变异性在真核细胞周期建模中的重要性。该分析证实,当细胞在丰富或贫乏培养基中生长时,姐妹 - 姐妹相关性显著为正,而当细胞在贫乏培养基中生长时,母女相关性为负。然而,对于在丰富培养基中生长的细胞,Kuczek和Axelrod的分析得出母女相关性为负,而本分析得出母女相关性显著为正。