surrogate {sure} | R Documentation |
Surrogate Response
Description
Simulate surrogate response values for cumulative link regression models using the latent method described in Liu and Zhang (2017).
Usage
surrogate(object, method = c("latent", "jitter"),
jitter.scale = c("probability", "response"), nsim = 1L, ...)
Arguments
object |
|
method |
Character string specifying the type of surrogate to use; for details, see Liu and Zhang (2017). For cumulative link models, the latent variable method is used. For binary GLMs, the jittering approach is employed. (Currently ignored.) |
jitter.scale |
Character string specifying the scale on which to perform
the jittering. Should be one of |
nsim |
Integer specifying the number of bootstrap replicates to use.
Default is |
... |
Additional optional arguments. (Currently ignored.) |
Value
A numeric vector of class c("numeric", "surrogate")
containing
the simulated surrogate response values. Additionally, if nsim
> 1,
then the result will contain the attributes:
boot.reps
A matrix with
nsim
columns, one for each bootstrap replicate of the surrogate values. Note, these are random and do not correspond to the original ordering of the data;boot.id
A matrix with
nsim
columns. Each column contains the observation number each surrogate value corresponds to inboot.reps
. (This is used for plotting purposes.)
Note
Surrogate response values require sampling from a continuous distribution;
consequently, the result will be different with every call to
surrogate
. The internal functions used for sampling from truncated
distributions are based on modified versions of
rtrunc
and qtrunc
.
References
Liu, Dungang and Zhang, Heping. Residuals and Diagnostics for Ordinal Regression Models: A Surrogate Approach. Journal of the American Statistical Association (accepted). URL http://www.tandfonline.com/doi/abs/10.1080/01621459.2017.1292915?journalCode=uasa20
Nadarajah, Saralees and Kotz, Samuel. R Programs for Truncated Distributions. Journal of Statistical Software, Code Snippet, 16(2), 1-8, 2006. URL https://www.jstatsoft.org/v016/c02.