lc.control {logconcens} | R Documentation |
Set the Control Parameters for logcon
Description
Allows to set the control parameters for the more technical aspects of the function logcon
and provides default values for any parameters that are not set.
Usage
lc.control(maxiter=49, move.prec=1e-5, domind1l=1, domind2r=1, force.inf=FALSE,
red.thresh=NULL, check.red=TRUE, addpoints=FALSE, addeps=NULL,
preweights=NULL, minw=0, show=FALSE, verbose=FALSE)
Arguments
maxiter |
the maximal number of iterations in the main EM algorithm. Default is |
move.prec |
a real number giving the threshold for the |
domind1l , domind2r |
index numbers in the vector of sorted interval endpoints that specify the left and right boundary of the maximal domain to be considered by the algorithm; see the details section of the help for |
force.inf |
|
red.thresh |
a real number indicating the threshold below which the boundary integrals are considered too small; see the details section of the help for |
check.red |
|
addpoints |
|
addeps |
a positive real number. If |
preweights |
a vector of weights for the observation intervals. Defaults to |
minw |
a positive real number. This gives another way for preventing domain reduction. Instead of adding observations the weights for the internal active set algorithm are kept at or above minw at the boundary of the domain. |
show |
|
verbose |
|
Details
For further explanations about the algorithm see the help for logcon
. In summary:
maxiter
and move.prec
provide stopping criteria for the EM algorithm.
domind1l
, domind2r
, force.inf
, red.thresh
, and check.red
control aspects related to domain reduction.
addpoints
, addeps
, preweights
, winw
allow for reweighing of data interval, mainly for increasing numerical stability by preventing domain reduction.
show
and verbose
give illustrations and background information of the run of the algorithm.
Value
A list with all of the above components set to their (specified or default) value.
Author(s)
Dominic Schuhmacher dominic.schuhmacher@mathematik.uni-goettingen.de
Kaspar Rufibach kaspar.rufibach@gmail.com
Lutz Duembgen duembgen@stat.unibe.ch
See Also
Examples
## See the examples for logcon