Optimal Experimental Designs

Here are some of our web based optimal design programs. We are improving the functionality of these programs and adding programs continuously. We hope this website enables you to answer some of your design questions. If you have comments, please email us at: info@optimal-design.org.

POLYNOMIAL REGRESSION MODELS


	PSI(p) optimal design
	Locally D-optimal designs for models with partially specified heteroscedastic structure
	Bayesian and maximin optimal designs with partially specified heteroscedstic structure
	Experimental designs for a class of weighted polynomial regression models
	Minimally supported maximin designs for weighted polynomial regression
	Bayesian optimal designs for weighted polynomial regression on a minimal number of points
	Optimal discrimination design
	Optimal robust design

FOURIER REGRESSION MODELS


	Optimal designs for the identification of the order of a fourier regression
	Optimal designs for trigonometric regression models

NONLINEAR REGRESSION MODELS


	Weibull Model	Locally: D-Optimal D1-Optimal Maximin: D-Optimal D1-Optimal
	Richards Model	Locally: D-Optimal D1-Optimal Maximin: D-Optimal D1-Optimal
	EMAX Model	Locally: D-Optimal D1-Optimal Maximin: D-Optimal D1-Optimal
	Michaelis Menten Model	Locally: A-Optimal D-Optimal E-Optimal e_j-Optimal Extrapolation
	Inverse Quadratic Model	Locally: D-Optimal
	Logistic Model	Locally: D-Optimal G-Optimal Q-Optimal Centered-Q-Optimal

	Dose Finding Toxicity Model
	Optimal Designs for Toxicology Studies
	Locally D-optimal designs for exponential regression models
	Minimally supported Bayesian D-optimal designs for exponential regression models
	Standardized maximin minimally supported designs for exponential regression models
	D-optimal design for compartmental model

DOSE RESPONSE MODELS


	The Generalized Logit design program 1.0
	Controlled Bayesian multiple-objective optimal designs