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On some linera and log-linear problems about the marginal distributions of two-and three-dimensional contingency tables

机译:关于二维和三维列联表边际分布的一些线性和对数线性问题

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摘要

Using the properties of hypothese separability, tests of marginal linear and log-linear hypothese in the two and three-dimensional contingency tables are given. Equally these properties given rise to parameters estimations under marginal linear and log linear restraints. The calculation of the statistics and of the estimations under restraints does not need matrix inversion nor iterative procedures. A numerical example is given.
机译:利用假设可分离性的性质,给出了二维和三维列联表中边际线性和对数线性假设的检验。同样,这些性质也引发了边际线性和对数线性约束下的参数估计。在约束下计算统计量和估计值不需要矩阵反演,也不需要迭代过程。给出了一个数值示例。

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