Description Usage Arguments Value
View source: R/bayes nonmyop.R View source: R/bayes_nonmyop.R View source: R/lopt nonmyop.R View source: R/lopt_nonmyop.R
Allocate treatments according to a weighted L-optimal criterion allowing for a non-myopic approach. We assume a logistic model for the response and simulate responses sequentially.
1 2 3 |
covar |
a dataframe for the covariates |
true.beta |
the true parameter values of the regression coefficients |
threshold |
the cut-off value for hypothesis tests |
kappa |
the value of probability at which weights are set at zero |
init |
the number of units in the initial design |
z.probs |
vector of probabilities for each level of covariate z |
N |
natural number greater than 0 for horizon |
prior.scale |
the prior scale parameter |
same.start |
the design matrix to be used for the initial design. If set to NULL, function generates initial design. |
rand.start |
If set to T, function generates an initial design randomly. Else, coordinate exchange is used. |
stoc |
set to T if treatments are allocated using a stochastic method where the probability is determined by the optimality crtierion. Set to F if treatments are allocated deterministically. |
bayes |
set to T if bayesglm is used instead of glm. Default prior assumed. |
u |
vector of uniform random numbers for generating responses. If set to NULL, responses generated from the binomial distribution. |
true.bvcov |
if set to T, use the true parameter values to compute obejctive function. If set to NULL, use estimated parameter values. |
... |
further arguments to be passed to <lossfunc> |
Design matrix D, all estimates of beta, final estimate of beta, responses y
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