pr_medx | R Documentation |
Calculate the probability a dose being the smallest dose that has at least X% of the maximum efficacy.
pr_medx( x, doses = attr(x, "doses"), ed, greater = TRUE, small_bound = 0, time = NULL )
x |
output from a call to |
doses |
the doses for which pr(minimum effective X% dose) is to be calculated. |
ed |
a number between 0 and 100 indicating the ed% dose that is being sought. |
greater |
if |
small_bound |
the lower (upper) bound of the response variable
when |
time |
the time (scalar) at which the Pr(MEDX) should be calculated. |
Obtaining the probability of a particular does being the
minimum efficacious dose achieving ed
% efficacy is dependent on
the doses specified.
For a given MCMC sample of parameters, the 100% efficacy value is defined
as the highest efficacy of the doses specified. For each posterior draw
of MCMC parameters, the minimum ed
% efficacious dose is defined as the
lowest dose what has at least ed
% efficacy relative to the 100%
efficacy value.
The ed
% effect is calculated as
ed / 100 * (effect_100 - small_bound) + small_bound
where effect_100
is the largest mean response among doses
for a given MCMC iteration.
A data frame with the following columns:
dose
: numeric dose levels.
prob
: Prob(EDX | data) for each dose. Note: these probabilities do
not necessarily sum to 1 because the EDX may not exist. In fact,
Pr(EDX does not exist | data) = 1 - sum(prob)
.
set.seed(888) data <- dreamer_data_linear( n_cohorts = c(20, 20, 20), dose = c(0, 3, 10), b1 = 1, b2 = .1, sigma = 5 ) # Bayesian model averaging output <- dreamer_mcmc( data = data, n_adapt = 1e3, n_burn = 1e3, n_iter = 1e3, n_chains = 2, silent = FALSE, mod_linear = model_linear( mu_b1 = 0, sigma_b1 = 1, mu_b2 = 0, sigma_b2 = 1, shape = 1, rate = .001, w_prior = 1 / 2 ), mod_quad = model_quad( mu_b1 = 0, sigma_b1 = 1, mu_b2 = 0, sigma_b2 = 1, mu_b3 = 0, sigma_b3 = 1, shape = 1, rate = .001, w_prior = 1 / 2 ) ) pr_medx(output, ed = 80) # single model pr_medx(output$mod_linear, ed = 80)
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