The Superclass of all the objects output from the various robust estimators of location
and scatter for missing data, which includes Generalized S-estimator GSE
, Extended Minimum Volumn
Ellipsoid emve
, and Huberized Pairwise HuberPairwise
. It can also be constructed
using the code partial.mahalanobis
.
Objects can be created by calls of the form new("CovRobMiss", ...)
,
but the best way of creating CovRobMiss
objects is a call to either of the folowing
functions:GSE
, emve
, HuberPairwise
, and partial.mahalanobis
,
which all serve as a constructor.
mu
Estimated location. Can be accessed via getLocation
.
S
Estimated scatter matrix. Can be accessed via getScatter
.
pmd
Square partial Mahalanobis distances. Can be accessed via getDist
.
pmd.adj
Adjusted square partial Mahalanobis distances. Can be accessed via getDistAdj
.
pu
Dimension of the observed entries for each case. Can be accessed via getDim
.
call
Object of class "language"
. Not meant to be accessed.
x
Input data matrix. Not meant to be accessed.
p
Column dimension of input data matrix. Not meant to be accessed.
estimator
Character string of the name of the estimator used. Not meant to be accessed.
signature(object = "CovRobMiss")
: display the object
signature(object = "CovRobMiss")
: calculate summary information
signature(object = "CovRobMiss", cutoff = "numeric")
: plot the object. See plot
signature(object = "CovRobMiss")
: return the squared partial Mahalanobis distances
signature(object = "CovRobMiss")
: return the adjusted squared partial Mahalanobis distances
signature(object = "CovRobMiss")
: return the dimension of observed entries for each case
signature(object = "CovRobMiss")
: return the estimated location vector
signature(object = "CovRobMiss", cutoff = "numeric")
: return the estimated scatter matrix
signature(object = "CovRobMiss")
: return the case number with completely missing data, if any
signature(object = "CovRobMiss", cutoff = "numeric")
: return the case number(s) adjusted squared
distances above (1 - cutoff)
th quantile of chi-square p-degrees of freedom.
Andy Leung andy.leung@stat.ubc.ca
GSE
, emve
, HuberPairwise
, partial.mahalanobis