Usage
bptwin(x, data, id, zyg, DZ, group = NULL, num = NULL, weights = NULL,
biweight = function(x) 1/min(x), strata = NULL, messages = 1,
control = list(trace = 0), type = "ace", eqmean = TRUE,
pairs.only = FALSE, samecens = TRUE, allmarg = samecens &
!is.null(weights), stderr = TRUE, robustvar = TRUE, p, indiv = FALSE,
constrain, bound = FALSE, varlink, ...)
Arguments
x
Formula specifying effects of covariates on the response.
data
data.frame
with one observation pr row. In
addition a column with the zygosity (DZ or MZ given as a factor) of
each individual much be
specified as well as a twin id variable giving a unique pair of
numbers/factors to each twin pair.
id
The name of the column in the dataset containing the twin-id variable.
zyg
The name of the column in the dataset containing the
zygosity variable.
DZ
Character defining the level in the zyg variable
corresponding to the dyzogitic twins.
group
Optional. Variable name defining group for interaction analysis (e.g., gender)
num
Optional twin number variable
weights
Weight matrix if needed by the chosen estimator (IPCW)
biweight
Function defining the bivariate weight in each cluster
messages
Control amount of messages shown
control
Control argument parsed on to the optimization routine. Starting values may be parsed as 'start
'.
type
Character defining the type of analysis to be
performed. Should be a subset of "acde" (additive genetic factors, common
environmental factors, dominant
genetic factors, unique environmental factors).
eqmean
Equal means (with type="cor")?
pairs.only
Include complete pairs only?
allmarg
Should all marginal terms be included
stderr
Should standard errors be calculated?
robustvar
If TRUE robust (sandwich) variance estimates of the variance are used
p
Parameter vector p in which to evaluate log-Likelihood and score function
indiv
If TRUE the score and log-Likelihood contribution of each twin-pair
constrain
Development argument
bound
Development argument
varlink
Link function for variance parameters
...
Additional arguments to lower level functions