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出 处:《上海师范大学学报(自然科学版)》2008年第2期124-130,共7页Journal of Shanghai Normal University(Natural Sciences)
基 金:NSFC grant(10671129);the Special Funds for Doctoral Authori-ties of Education Ministry(20060270002)
摘 要:考虑多响应模型E(Yi(X)) =ηi(X) =fiT(X)βi(i =1,2) ,其中两个响应分别为Scheffé一阶和二阶模型.主要研究一类支撑点为各顶点X (1,0,…,0)和各棱中心X (1/2,1/2,0,…,0)的设计,根据D-和A-最优设计准则得到最优设计测度r1*和r2*.最后给出最优设计效率的一些数值结果,说明D-和A-最优设计在模型参数估计方面差别不大.The mulfiresponse models E(Yi(X) ) = ηi(X) = fi^T(X)βi(i = 1,2) are considered,where η1 and η2 are the Seheffe's linear model and quadratic model, respectively. D- and A-optimal designs are investigated in this paper. More precisely, we restrict ourselves to a particular type of design ξ^* whose support points are X←→( 1,0,..., 1 0,... 0), and X←→(1/2,1/2,0,…,0)and obtain the weights r1^* and r2^* according to the D- and the A-optimal design criteria The numerical results about the effieieneies of these optimal designs show that D- and A-optimal designs do not differ too much in some mixture experiments.
分 类 号:O212.6[理学—概率论与数理统计]
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