Package: ICAOD 1.0.1

ICAOD: Optimal Designs for Nonlinear Statistical Models by Imperialist Competitive Algorithm (ICA)

Finds optimal designs for nonlinear models using a metaheuristic algorithm called Imperialist Competitive Algorithm (ICA). See, for details, Masoudi et al. (2017) <doi:10.1016/j.csda.2016.06.014> and Masoudi et al. (2019) <doi:10.1080/10618600.2019.1601097>.

Authors:Ehsan Masoudi [aut, cre], Heinz Holling [aut], Weng Kee Wong [aut], Seongho Kim [ctb]

ICAOD_1.0.1.tar.gz
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ICAOD.pdf |ICAOD.html✨
ICAOD/json (API)

# Install 'ICAOD' in R:
install.packages('ICAOD', repos = c('https://ehsan66.r-universe.dev', 'https://cloud.r-project.org'))

Peer review:

Bug tracker:https://github.com/ehsan66/icaod/issues

Uses libs:
  • c++– GNU Standard C++ Library v3

On CRAN:

41 exports 0.94 score 17 dependencies 1 mentions 31 scripts 306 downloads

Last updated 4 years agofrom:08a95cf543. Checks:OK: 4 NOTE: 5. Indexed: yes.

TargetResultDate
Doc / VignettesOKSep 07 2024
R-4.5-win-x86_64NOTESep 07 2024
R-4.5-linux-x86_64NOTESep 07 2024
R-4.4-win-x86_64NOTESep 07 2024
R-4.4-mac-x86_64NOTESep 07 2024
R-4.4-mac-aarch64NOTESep 07 2024
R-4.3-win-x86_64OKSep 07 2024
R-4.3-mac-x86_64OKSep 07 2024
R-4.3-mac-aarch64OKSep 07 2024

Exports:bayesbayes.updatebayescompbeffcrt.bayes.controlcrt.minimax.controlFIM_2par_exp_censor1FIM_2par_exp_censor2FIM_3par_exp_censor1FIM_3par_exp_censor2FIM_exp_2parFIM_kinetics_alcoholFIM_logisticFIM_logistic_2predFIM_logistic_4parFIM_loglinFIM_mixed_inhibitionFIM_power_logisticFIM_sig_emaxICA.controllefflocallylocallycompmeffminimaxmultiplenormalrobustsens.bayes.controlsens.controlsens.minimax.controlsensbayessensbayescompsenslocallysenslocallycompsensminimaxsensmultiplesensrobustskewnormalstudentuniform

Dependencies:cubaturedata.tablelatticeMASSMatrixMatrixModelsmnormtmvQuadnloptrnumDerivquantregRcppRcppEigensnSparseMstatmodsurvival

Readme and manuals

Help Manual

Help pageTopics
Bayesian D-Optimal Designsbayes
Updating an Object of Class 'minimax'bayes.update
Bayesian Compound DP-Optimal Designsbayescomp
Calculates Relative Efficiency for Bayesian Optimal Designsbeff
Returns Control Parameters for Approximating Bayesian Criteriacrt.bayes.control
Returns Control Parameters for Optimizing Minimax Criteria Over The Parameter Spacecrt.minimax.control
Fisher Information Matrix for a 2-Parameter Cox Proportional-Hazards Model for Type One Censored DataFIM_2par_exp_censor1
Fisher Information Matrix for a 2-Parameter Cox Proportional-Hazards Model for Random Censored DataFIM_2par_exp_censor2
Fisher Information Matrix for a 3-Parameter Cox Proportional-Hazards Model for Type One Censored DataFIM_3par_exp_censor1
Fisher Information Matrix for a 3-Parameter Cox Proportional-Hazards Model for Random Censored DataFIM_3par_exp_censor2
Fisher Information Matrix for the 2-Parameter Exponential ModelFIM_exp_2par
Fisher Information Matrix for the Alcohol-Kinetics ModelFIM_kinetics_alcohol
Fisher Information Matrix for the 2-Parameter Logistic (2PL) ModelFIM_logistic
Fisher Information Matrix for the Logistic Model with Two PredictorsFIM_logistic_2pred
Fisher Information Matrix for the 4-Parameter Logistic ModelFIM_logistic_4par
Fisher Information Matrix for the Mixed Inhibition ModelFIM_loglin
Fisher Information Matrix for the Mixed Inhibition Model.FIM_mixed_inhibition
Fisher Information Matrix for the Power Logistic ModelFIM_power_logistic
Fisher Information Matrix for the Sigmoid Emax ModelFIM_sig_emax
Returns ICA Control Optimization ParametersICA.control
ICAOD: Finding Optimal Designs for Nonlinear Models Using Imperialist Competitive AlgorithmICAOD
Calculates Relative Efficiency for Locally Optimal Designsleff
Locally D-Optimal Designslocally
Locally DP-Optimal Designslocallycomp
Calculates Relative Efficiency for Minimax Optimal Designsmeff
Minimax and Standardized Maximin D-Optimal Designsminimax
Locally Multiple Objective Optimal Designs for the 4-Parameter Hill Modelmultiple
Assumes A Multivariate Normal Prior Distribution for The Model Parametersnormal
Plotting 'minimax' Objectsplot.minimax
Printing 'minimax' Objectsprint.minimax
Printing 'sensminimax' Objectsprint.sensminimax
Robust D-Optimal Designsrobust
Returns Control Parameters for Approximating The Integrals In The Bayesian Sensitivity Functionssens.bayes.control
Returns Control Parameters To Find Maximum of The Sensitivity (Derivative) Function Over The Design Spacesens.control
Returns Control Parameters for Verifying General Equivalence Theorem For Minimax Optimal Designssens.minimax.control
Verifying Optimality of Bayesian D-optimal Designssensbayes
Verifying Optimality of Bayesian Compound DP-optimal Designssensbayescomp
Verifying Optimality of The Locally D-optimal Designssenslocally
Verifying Optimality of The Locally DP-optimal Designssenslocallycomp
Verifying Optimality of The Minimax and Standardized maximin D-optimal Designssensminimax
Verifying Optimality of The Multiple Objective Designs for The 4-Parameter Hill Modelsensmultiple
Verifying Optimality of The Robust Designssensrobust
Assumes A Multivariate Skewed Normal Prior Distribution for The Model Parametersskewnormal
Multivariate Student's t Prior Distribution for Model Parametersstudent
Assume A Multivariate Uniform Prior Distribution for The Model Parametersuniform
Updating an Object of Class 'minimax'update.minimax