Scontrol | R Documentation |
Tuning parameters for multivariate S, MM and GS estimates as used in FRB functions for multivariate regression, PCA and Hotelling tests. Mainly regarding the fast-(G)S algorithm.
Scontrol(nsamp = 500, k = 3, bestr = 5, convTol = 1e-10, maxIt = 50)
MMcontrol(bdp = 0.5, eff = 0.95, shapeEff = FALSE, convTol.MM = 1e-07,
maxIt.MM = 50, fastScontrols = Scontrol(...), ...)
GScontrol(nsamp = 100, k = 3, bestr = 5, convTol = 1e-10, maxIt = 50)
nsamp |
number of random subsamples to be used in the fast-(G)S algorithm |
k |
number of initial concentration steps performed on each subsample candidate |
bestr |
number of best candidates to keep for full iteration (i.e. concentration steps until convergence) |
convTol |
relative convergence tolerance for estimates used in (G)S-concentration iteration |
maxIt |
maximal number of steps in (G)S-concentration iteration |
bdp |
breakdown point of the MM-estimates; usually equals 0.5 |
eff |
Gaussian efficiency of the MM-estimates; usually set at 0.95 |
shapeEff |
logical; if |
convTol.MM |
relative convergence tolerance for estimates used in MM-iteration |
maxIt.MM |
maximal number of steps in MM-iteration |
fastScontrols |
the tuning parameters of the initial S-estimate |
... |
allows for any individual parameter from |
The default number of random samples is lower for GS-estimates than for S-estimates, because computations regarding the former are more demanding.
A list with the tuning parameters as set by the arguments.
Gert Willems and Ella Roelant
S. Van Aelst and G. Willems (2013), Fast and robust bootstrap for multivariate inference: The R package FRB. Journal of Statistical Software, 53(3), 1–32. \Sexpr[results=rd]{tools:::Rd_expr_doi("10.18637/jss.v053.i03")}.
GSest_multireg
, Sest_multireg
,
MMest_multireg
, Sest_twosample
, MMest_twosample
, FRBpcaS
, ...
## Show the default settings:
str(Scontrol())
str(MMcontrol())
str(GScontrol())
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