Supprimer Simulations/prior_alpha_e0.R
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#' Specify prior on \eqn{\alpha}.
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#'
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#' @description Obtain a function to evaluate the log prior specified
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#' for \eqn{\alpha}.
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#'
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#' @param H A character indicating which specification should be used.
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#' @return A named list containing:
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#' * `"log_pAlpha"`: a function of the log prior of \eqn{\alpha}.
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#' * `"param"`: a list with the parameters.
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#' @details
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#' The following prior specifications are supported:
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#' * `"alpha_const"`: \eqn{\alpha} is fixed at 1.
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#' * `"gam_05_05"`: \eqn{\alpha \sim} gamma(0.5, 0.5), i.e., shape = 0.5, rate = 0.5.
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#' * `"gam_1_2"`: \eqn{\alpha \sim} gamma(1, 2), i.e., shape = 1, rate = 2.
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#' * `"F_6_3"`: \eqn{\alpha \sim} F(6, 3), i.e., an F-distribution with degrees of freedom equal to 6 and 3.
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#'
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priorOnAlpha_spec <- function(H = c("alpha_const", "gam_05_05", "gam_1_2", "F_6_3")) {
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H <- match.arg(H)
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if (H == "alpha_const") {
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param <- list(a_alpha = 1,
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b_alpha = 1,
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s0_proposal = 1.5)
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param$alpha <- with(param, a_alpha / b_alpha)
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log_pAlpha <- function(x) log(x == param$alpha)
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}
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if (H == "gam_05_05") {
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param <- list(a_alpha = 0.5,
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b_alpha = 0.5,
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s0_proposal = 1.5)
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param$alpha <- with(param, a_alpha / b_alpha)
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log_pAlpha <- function(x)
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dgamma(x, shape = param$a_alpha, rate = param$b_alpha, log = TRUE)
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}
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if (H == "gam_1_2") {
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param <- list(a_alpha = 1,
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b_alpha = 2,
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s0_proposal = 1.5)
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param$alpha <- with(param, a_alpha / b_alpha)
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log_pAlpha <- function(x)
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dgamma(x, shape = param$a_alpha, rate = param$b_alpha, log = TRUE)
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}
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if (H == "F_6_3") {
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param <- list(a_alpha = 6,
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b_alpha = 3,
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alpha = 1,
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s0_proposal = 2.5)
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log_pAlpha <- function(x)
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df(x, df1 = param$a_alpha, df2 = param$b_alpha, log = TRUE)
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}
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return(list(log_pAlpha = log_pAlpha,
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param = param))
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}
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#' Specify prior on e0.
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#'
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#' @description Obtain a function to evaluate the log prior specified
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#' for \eqn{e_0}.
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#'
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#' @param E A character indicating which specification should be used.
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#' @param e0 A numeric scalar giving the fixed value of \eqn{e_0}.
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#' @return A named list containing:
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#' * `"log_p_e0"`: a function of the log prior of \eqn{e_0}.
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#' * `"param"`: a list with the parameters.
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#' @details
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#' The following prior specifications are supported:
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#' * `"G_1_20"`: \eqn{e_0 \sim} gamma(1, 20), i.e., shape = 1, rate = 20.
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#' * `"e0const"`: \eqn{e_0} is fixed at `e0`.
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priorOnE0_spec <- function(E = c("G_1_20", "e0const"), e0) {
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E <- match.arg(E)
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param <- list(b_alpha = 1,
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e0 = e0,
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s0_proposal = 1.5)
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if (E == "G_1_20") {
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log_p_e0 <- function(x)
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dgamma(x, shape = 1, rate = 20, log = TRUE)
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}
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if (E == "e0const") {
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log_p_e0 <- function(x) log(x == e0)
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}
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return(list(log_p_e0 = log_p_e0, param = param))
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}
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