Preprint No.
A-00-02
Rainer Schwabe, Michael Sahm
A note on optimal bounded designs
Abstract: An equivalence theorem is formulated to characterize optimal designs with general prespecified direct
constraints on the design intensity. As an application locally optimal designs are obtained with
bounded intensity for the logistic regression model. Moreover, it is shown that for additive models
optimal marginally bounded designs can be generated from their optimal counterparts in the
corresponding marginal models
Mathematics Subject Classification (MSC91): 62K05 Optimal designs
Language: ENG
Available: Pr-A-00-02.ps
Notes: constrained design, equivalence theorem, optimal design, logistic regression, bounded design
intensity, additive model, marginal design
Contact: Schwabe, Rainer; Freie Universität Berlin, Fachbereich Mathematik und Informatik, Arnimallee 2-6, D-14195 Berlin, Germany (schwabe@math.fu-berlin.de)
[Home Page] - [Up] - [Search] - [Help] - Created: 20000204 -