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#-----------------------------------------------------------------------------#
# CoopProductGame package #
# Cooperation in linear production programming problems #
#-----------------------------------------------------------------------------#
# shapleyValue ----------------------------------------------------------------
#' Shapley Value Solution
#'
#' Calculates the Shapley Value for a N-agent cooperative game.
#'
#' @param game a vector that represents the cooperative game.
#' @param show.data logical value indicating if the function displays the
#' console output (\code{TRUE}) or not (\code{FALSE}). By default the
#' value is \code{FALSE}.
#'
#' @return \code{shapleyValue} returns and prints the Shapley Value
#' of associated cooperative game.
#'
#' @author D. Prieto
#'
#' @examples
#' # Cooperative game
#' game <- c(68, 102, 0, 170, 710, 762, 992)
#' # Shapley Value
#' shapleyValue(game, show.data = TRUE)
#'
#' # -----------------------------
#' # Shapley Value Solution:
#' # -----------------------------
#' # [1] "(229, 272, 491)"
#'
#' @export
shapleyValue <- function(game, show.data = FALSE){
agents <- log(length(game)+1)/log(2)
gameDef <- GameTheory::DefineGame(agents, game)
shapley <- shapleyValueInt(gameDef)$SV
shapley <- t(shapley)
if(show.data == TRUE){
rownames(shapley) <- ""
cat(" -----------------------------\n")
cat(" Shapley Value Solution: \n")
cat(" -----------------------------\n")
print(paste0("(", paste(shapley, collapse = ", "), ")"))
}
invisible(shapley)
}
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