广义单纯形——中心设计的Iλ-最优观测配置

THE Iλ-OPTIMAL ALLOCATION OF OBSERVATION IN A GENERALIZED SIMPLEX-CENTROID DESIGN

  • 摘要: Iλ-最优性准则是使予测值方差平均最小的准则。在本文中,对于q分量n阶广义单纯形——中心设计,利用作者得到的方差——协方差矩阵的展开式,我们提出一种分解式求其Iλ-最优观测配置的途径,并且给出一种简单的计算方法。举一个五分量三阶广义单纯形——中心设计的例子来说明所提出的Iλ-最优观测配置的算法。

     

    Abstract: Iλ-Optimal criterion is one which minimizes on the average the predictor variance. In this paper, for generalized simplex-centroid design of q-components and n-degrees on the basis of the variance-covariance matrix expanded expression, which is obtained by this author, we propose a way to find Iλ-optimal observation allocations by parfifioning, and give a simple calculation method. A generalized simplex-centroid design example which has five-component and three degree is included to illustrate the calculation method of Iλ-optimal observation allocations.

     

/

返回文章
返回