SverdlovFunction | R Documentation |
Sverdlov's f function
f(a, b1, b2, c, x, y, t) appel.hypgeom(a, b1, b2, c, x, y) g(a, b, c, x, t) gauss.hypgeom(a, b, c, x) root(fun, left, right, tol) r2beta(relation, n, a1, b1, a2, b2) d2beta(relation, x, a1, b1, a2, b2) p2beta(relation, approach, x, a1, b1, a2, b2, n = 1e+06) q2beta(relation, a1, b1, a2, b2, alpha, tol = 10^(-5)) ci2beta(relation, method, a1, b1, a2, b2, alpha, left0, right0)
a |
a |
b1 |
b1 |
b2 |
b2 |
c |
c |
x |
x |
y |
y |
t |
t |
b |
b |
fun |
fun |
left |
left |
right |
right |
tol |
tol |
relation |
relation |
n |
n |
a1 |
a1 |
a2 |
a2 |
approach |
approach |
alpha |
alpha |
method |
method |
left0 |
left0 |
right0 |
right0 |
Various functions are offered.
Sverdlov O, Ryeznik Y, Wu S. Exact Bayesian Inference Comparing Binomial Proportions, With Application to Proof-of-Concept Clinical Trials. Therapeutic Innovation & Regulatory Science. 2015;49(1):163-174. doi:10.1177/2168479014547420
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