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This document describes the S4 class structure used in the xnet
package. It’s mainly a reference for package developers. Users are advised to use the appropriate functions for extracting the information they need.
The xnet
package has three virtual classes that each define a number of slots necessary for that specific type of model:
tskrr
for general two step kernel ridge regressionstskrrTune
for tuned two step kernel ridge regressionstskrrImpute
for two step kernel ridge regressions with imputed data.Each of these classes defines the necessary slots for that specific type of action. The actual classes returned by the functions tskrr()
, tune()
and impute()
inherit from (a combination of) these virtual classes.
After using the function tskrr()
, one of the following classes is returned:
tskrrHomogeneous
: for homogeneous networkstskrrHeterogeneous
: for heterogeneous networksThese classes have similar slots, but the homogeneous models don’t need information on the column kernel matrix. The slots are listed below. In general the following design principles hold:
y
contains the adjacency matrix used to fit the model. This goes for all different classes, including the tskrrTune
and tskrrImpute
classes.has.hat = TRUE
, the hat matrices Hk and possibly Hg are stored in the object as well. This can speed up calculations but comes at a memory cost.pred
holds the predicted values.lambda.k
and lambda.g
store the tuning parameters.labels
store the labels attached to the rows and the columns in a list with elements k
and g
. If no labels were present, the single element k
will have one NA
value. The function labels()
will still construct default labels when required.symmetry
: object of type charactery
: object of type matrixk
: object of type eigenlambda.k
: object of type numericpred
: object of type matrixhas.hat
: object of type logicalHk
: object of type matrixlabels
: object of type listg
: object of type eigenlambda.g
: object of type numericHg
: object of type matrixy
: object of type matrixk
: object of type eigenlambda.k
: object of type numericpred
: object of type matrixhas.hat
: object of type logicalHk
: object of type matrixlabels
: object of type listBoth classes inherit directly from the class tskrr
. But these classes also function as parent classes from which tune()
related and impute()
related classes inherit.
When using the function tune()
, you get one of the following classes:
tskrrTuneHomogeneous
: for tuned homogeneous networks. Inherits also from tskrrHomogeneous
.tskrrTuneHeterogeneous
: for tuned heterogeneous networks. Inherits also from tskrrHeterogeneous
.Apart from the slots of the respective tskrr
class, the inheritance from tskrrTune
adds the following slots:
lambda_grid
: object of type listbest_loss
: object of type numericloss_values
: object of type matrixloss_function
: object of type functionexclusion
: object of type characterreplaceby0
: object of type logicalonedim
: object of type logicalThese slots use the following design principles:
lambda_grid
is a list with one or two elements named k
and g
, similar to the labels
slot of the tskrr
classes. These elements contain the lambda values tested for that dimension. If the grid search was one-dimensional (and onedim
contains TRUE
), there’s only one element called k
.loss_values
is always a matrix, but when onedim = TRUE
it’s a matrix with a single column. In that matrix, the values are arranged in such a way that the rows correspond with the lambdas for the row kernel, and the columns with the lambdas for the column kernel.exclusion
and replaceby0
follow the same rules as the arguments of the function get_loo_fun()
.When using the function impute()
, you get one of the following classes:
tskrrImputeHomogeneous
: for homogeneous networks with imputed data.tskrrImputeHeterogeneous
: for heterogeneous networks with imputed data.Apart from the slots of the respective tskrr
class, the inheritance from tskrrImpute
adds the following slots:
imputeid
: object of type integerniter
: object of type integertol
: object of type numericThe slot imputeid
treats the Y matrix as a vector and stores the position of the imputed values as a integer vector. The other two slots just store the settings used during imputation.
These binaries (installable software) and packages are in development.
They may not be fully stable and should be used with caution. We make no claims about them.