Description Usage Arguments Details Value References See Also Examples
Defines a linear base-learner for boosting flexible, structured survival models. Both, time-constant base-learners and time-varying effects (and thus the baseline hazard) can be specified.
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x |
factor or numeric. A vector containing data. |
z |
factor or numeric. A vector containing data. |
xname |
optional. Name of the variable given in |
zname |
optional. Name of the variable given in |
center |
logical. If |
timedep |
logic. If |
contrasts.arg |
a character string suitable for input to the
|
... |
further arguments passed to |
The function bolsTime(...)
is a wrapper to
bols(..., timedep=TRUE)
.
Time-dependent base-learners can be utilzed to specify the (log-)
baseline hazard rate or time-varying effects. In the first case,
the base-learner is specified as bolsTime(time, z = NULL, ...)
and in the later case, the covariate with a (potential) time-dependent
effect is specified as z
.
An object of class baselearner
(and class bols
) is
returned. It consits of design matrix of the base-learner. Further
elements are returned as attributes (see attr
) of the object.
The attributes are mainly for internal use and are, e.g.,
the current coefficient estimates (coefs
) and a logical
(timedep
) indicating whether the base-learner specifies
a time-varying effect or not.
Benjamin Hofner, Torsten Hothorn and Thomas Kneib (2008), Variable Selection and Model Choice in Structured Survival Models. Department of Statistics, Technical Report No. 43. http://epub.ub.uni-muenchen.de/7901/
Thomas Kneib, Torsten Hothorn and Gerhard Tutz (2008), Variable selection and model choice in geoadditive regression models. Biometrics. To appear. http://epub.ub.uni-muenchen.de/2063/
bbs
for P-spline base-learners and
cfboost
for the boosting algorithm.
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