BANOVA.Bernoulli | R Documentation |
BANOVA.Bernoulli
implements a Bayesian ANOVA for binary dependent variable, using a logit link and a normal heterogeneity distribution.
BANOVA.Bernoulli(l1_formula = "NA", l2_formula = "NA", data, id, l2_hyper = c(1, 1, 0.0001), burnin = 5000, sample = 2000, thin = 10, adapt = 0, conv_speedup = F, jags = runjags.getOption('jagspath')) ## S3 method for class 'BANOVA.Bernoulli' summary(object, ...) ## S3 method for class 'BANOVA.Bernoulli' predict(object, newdata = NULL,...) ## S3 method for class 'BANOVA.Bernoulli' print(x, ...)
l1_formula |
formula for level 1 e.g. 'Y~X1+X2' |
l2_formula |
formula for level 2 e.g. '~Z1+Z2', response variable must not be included |
data |
a data.frame in long format including all features in level 1 and level 2(covariates and categorical factors) and responses |
id |
subject ID of each response unit |
l2_hyper |
level 2 hyperparameters, c(a, b, γ), default c(1,1,0.0001) |
burnin |
the number of burn in draws in the MCMC algorithm, default 5000 |
sample |
target samples in the MCMC algorithm after thinning, default 2000 |
thin |
the number of samples in the MCMC algorithm that needs to be thinned, default 10 |
adapt |
the number of adaptive iterations, default 0 (see run.jags) |
conv_speedup |
whether to speedup convergence, default F |
jags |
the system call or path for activating 'JAGS'. Default calls findjags() to attempt to locate 'JAGS' on your system |
object |
object of class |
newdata |
test data, either a matrix, vector or a data.frame. It must have the same format with the original data (the same number of features and the same data classes) |
x |
object of class |
... |
additional arguments,currently ignored |
Level 1 model:
y_i ~ Binomial(1,p_i), p_i = logit^{-1}(η_i)
where η_i = ∑_{p = 0}^{P}∑_{j=1}^{J_p}X_{i,j}^pβ_{j,s_i}^p, s_i is the subject id of data record i. see BANOVA-package
BANOVA.Bernoulli
returns an object of class "BANOVA.Bernoulli"
. The returned object is a list containing:
anova.table |
table of effect sizes |
coef.tables |
table of estimated coefficients |
pvalue.table |
table of p-values |
dMatrice |
design matrices at level 1 and level 2 |
samples_l2_param |
posterior samples of level 2 parameters |
data |
original data.frame |
mf1 |
model.frame of level 1 |
mf2 |
model.frame of level 2 |
JAGSmodel |
'JAGS' model |
data(bernlogtime) # model with the dependent variable : response res <- BANOVA.Bernoulli(response~typical, ~blur + color, bernlogtime, bernlogtime$subject, burnin = 5000, sample = 2000, thin = 10) summary(res)
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