Optimal Designs for Nonlinear Models


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Documentation for package ‘ICAOD’ version 0.9.6

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ICAOD-package ICAOD: Finding Optimal Designs for Nonlinear Models
bayes Bayesian D-Optimal Designs
bayescomp Bayesian Compound DP-Optimal Designs
crt.bayes.control Control Parameters for Evaluating Bayesian Criteria
crt.minimax.control Control Parameters for Optimizing Minimax Criteria Over Parameter Space
FIM_2par_exp_censor1 Fisher Information Matrix for a 2-Parameter Cox Proportional-Hazards Model for Type One Censored Data
FIM_2par_exp_censor2 Fisher Information Matrix for a 2-Parameter Cox Proportional-Hazards Model for Random Censored Data
FIM_3par_exp_censor1 Fisher Information Matrix for a 3-Parameter Cox Proportional-Hazards Model for Type One Censored Data
FIM_3par_exp_censor2 Fisher Information Matrix for a 3-Parameter Cox Proportional-Hazards Model for Random Censored Data
FIM_exp_2par Fisher Information Matrix for the 2-Parameter Exponential Model
FIM_logistic Fisher Information Matrix for the 2-Parameter Logistic (2PL) Model
FIM_logistic_2pred Fisher Information Matrix for the Logistic Model with Two Predictors
FIM_logistic_4par Fisher Information Matrix for the 4-Parameter Logistic Model
FIM_loglin Fisher Information Matrix for the Mixed Inhibition Model
FIM_mixed_inhibition @title Fisher Information Matrix for the Mixed Inhibition Model.
FIM_power_logistic Fisher Information Matrix for the Power Logistic Model
ICA.control ICA Control Optimization Parameters
ICAOD ICAOD: Finding Optimal Designs for Nonlinear Models
iterate Updating an Object of Class 'bayes' or 'minimax'
iterate.bayes Updating an Object of Class 'bayes'
iterate.minimax Updating an Object of Class 'minimax'
locally Locally D-Optimal Designs
minimax Minimax and Standardized Maximin D-Optimal Designs
multiple Locally Multiple Objective Optimal Designs for the 4-Parameter Hill Model
normal Multivariate Normal Prior Distribution for Model Parameters
plot.bayes Plotting 'bayes' Objects
plot.minimax Plotting 'minimax' Objects
print.bayes Printing 'bayes' Objects
print.minimax Printing 'minimax' Objects
print.sensbayes Printing 'sensbayes' Objects
print.sensminimax Printing 'sensminimax' Objects
robust Robust D-Optimal Designs
sens.bayes.control Control Parameters for Verifying General Equivalence Theorem for Bayesian Designs
sens.minimax.control Control Parameters for Verifying General Equivalence Theorem
sensbayes Verifying Optimality of Bayesian D-optimal Designs
sensbayescomp Verifying Optimality of Bayesian Compound DP-optimal Designs
senslocally Verifying Optimality of Locally D-optimal Designs
sensminimax Verifying Optimality of Minimax and Standardized maximin D-optimal Designs
sensmultiple Verifying Optimality of Multiple Objective Designs for The 4-Parameter Hill Model
sensrobust Verifying Optimality of Robust Designs
skewnormal Multivariate Skewed Normal Prior Distribution for Model Parameters
student Multivariate Student's t Prior Distribution for Model Parameters
uniform Multivariate Uniform Prior Distribution for Model Parameters