摘要
利用椭园型偏微分方程极值原理和对称多项式这两种数学工具,解决了三分量 Bech-er 齐次模型(Ⅲ),(Ⅱ)和(Ⅰ)的参数估计的 A-最优设计。
By means of two mathematical tools, i. e. the extremum principle of elliptic-type partial differential equation and the symmetrical polynomial, we have solved the A-optimal designs of parameter estimate for 3-component Becker's homogeneous models (Ⅲ). (Ⅱ) and (Ⅰ).
基金
国家自然科学基金
关键词
A-最优性
B齐次模型
参数估计
mixture design, Becker's homogeneous models, A-optimality.
