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#' Optimal Design and Statistical Power for Experimental Studies
#' Investigating Main, Mediation, and Moderation Effects
#'
#' This package is to help researchers design cost-efficient and well-powered
#' experimental studies investigating main, mediation, and moderation
#' effects (and some combinations). Specifically, this package can
#' (a) identify optimal sample allocations,
#' (b) compare design efficiency between different sample allocations,
#' and (c) perform power analyses with and without
#' accommodating costs and budget.
#'
#' The package covers seven types of experiments aiming to detect
#' main, moderation, and mediation effects. These experiments are
#' individual randomized controlled trials (RCTs), two-,
#' three-, and four-level cluster-randomized trials (CRTs),
#' two-, three-, and four-level multisite randomized trials (MRTs).
#' The two categorical functions are
#' 'od' and 'power'. The 'od' function can
#' calculate the optimal sample allocation with and without constraint for
#' each type of experiments.
#' The 'power' function by default can calculate required budget
#' (and required sample size) for desired
#' power, minimum detectable effect size (MDES) under a fixed budget,
#' statistical power under a fixed budget.
#' The 'power' function can perform conventional power analyses
#' (e.g., required sample size, power, MDES calculation).
#' The uniform function 're' (or 'rpe') is to compare
#' the relative (precision and) efficiency between two designs
#' with different sample allocations (limited to main effects).
#'
#' @author Zuchao Shen, Benjamin Kelcey
#'
#' Maintainer: Zuchao Shen \href{mailto:zuchao.shen@gmail.com}{zuchao.shen@gmail.com}
#' (University of Georgia)
#'
#' @docType package
"_PACKAGE"
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