Locally D-optimal designs for multistage models and heteroscedastic polynomial regression models
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文摘
We consider the construction of locally D-optimal designs for a nonlinear, multistage model in which one observes a binary response variable with expected value P(x;θ)=H(θ0+θ1x++θkxk). Here H is any twice differentiable distribution function. Our results apply as well to heteroscedastic polynomial regression models, under mild conditions on the efficiency function.

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