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ArticleBayesian D-optimal designs for exponential regression models

Holger Dette1997

Article1997

Bayesian D-optimal designs for exponential regression models

Holger Dette · H.-M. Neugebauer

77 citations·0/0 files stored·Journal of Statistical Planning and Inference

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Optimal Experimental Design Methods Statistical Methods and Bayesian Inference Advanced Statistical Methods and Models

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References

1972Theory of optimal experiments 1972Theory of Optimal Experiments.1959DESIGN OF EXPERIMENTS IN NON-LINEAR SITUATIONS 1953Locally Optimal Designs for Estimating Parameters 1989Optimal Bayesian design applied to logistic regression experiments 1974Experimental Design in a Class of Models 1992Bayesian design for accelerated life testing

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1998Asymptotic properties of the least squares estimators of a two dimensional model 2009Optimal discrimination designs 2005B ayesian Experimental Design 2010Optimal designs for the emax, log-linear and exponential models 2003D- and c-optimal designs for exponential regression models used in viral dynamics and other applications 2001Maximin designs for exponential growth models and heteroscedastic polynomial models 2007D-optimal designs for logistic models with three and four parameters

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1993Nonlinear Experiments: Optimal Design and Inference Based on Likelihoodarticle · 6 shared references 2006Design issues for generalized linear models: A reviewpreprint · 6 shared references 199614 Designs for nonlinear and generalized linear modelschapter · 6 shared references 1989Recent Advances in Nonlinear Experimental Designarticle · 5 shared references 2010Optimal experimental designarticle · 5 shared references 1995Bayesian D-optimal designs for the exponential growth modelarticle · 5 shared references

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Year1997

Typearticle

Published1997-05-01

VenueJournal of Statistical Planning and Inference

ISSN-L0378-3758

Languageen

Citations77

Files0 public / 0

ShelfOptimal Experimental Design Methods

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doi10.1016/s0378-3758(96)00131-0

openalex_workW1972309752

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1995

Bayesian D-optimal designs for the exponential growth model