B1prop {evidence} | R Documentation |
Bayesian analysis of the binomial parameter for one sample.
Description
This function computes the posterior distribution of the binomial
probability \pi
when given the number of “successes” and the sample
size, as well as one of a choice of priors. A plot of the posterior
distribution is produced with the 95% credible interval of \pi
.
Usage
B1prop(s, n, p = 0.5, alpha = 0.05, prior = c("uniform", "near_0.5",
"not_near_0.5", "near_0", "near_1", "custom"), params = NULL)
Arguments
s |
the number of sampling units with the feature |
n |
the number of sampling units examined |
p |
an optional hypothesized probability |
alpha |
1 - alpha is the desired level of credibility of a credible interval |
prior |
one of: "uniform", "near_0.5", "not_near_0.5", "near_0", "near_1", "custom", which are all beta distributions with appropriate parameter values. Note that if prior="custom" the following argument has to be supplied: |
params |
a vector with the a and b parameters of the custom beta prior |
Value
the posterior probability
Author(s)
Robert van Hulst
References
van Hulst, R. 2018. Evaluating Scientific Evidence. ms.
See Also
Examples
B1prop(13, 100, .1, prior="near_0")