Maximin designs for exponential growth models and heteroscedastic polynomial models
指数增长模型与异方差多项式模型的最大最小设计
This paper is concerned with nonsequential optimal designs for a class of nonlinear growth models, which includes the asymptotic regression model. This design problem is intimately related to the problem of finding optimal designs for polynomial regression models with only partially known heteroscedastic structure. In each case, a straightforward application of the usual Doptimality criterion would lead to designs which depend on the unknown underlying parameters. To…