ForwardModel.Bin: IDI/NRI-based feature selection procedure for linear,...

ForwardSelection.Model.BinR Documentation

IDI/NRI-based feature selection procedure for linear, logistic, and Cox proportional hazards regression models

Description

This function performs a bootstrap sampling to rank the variables that statistically improve prediction. After the frequency rank, the function uses a forward selection procedure to create a final model, whose terms all have a significant contribution to the integrated discrimination improvement (IDI) or the net reclassification improvement (NRI). For each bootstrap, the IDI/NRI is computed and the variable with the largest statically significant IDI/NRI is added to the model. The procedure is repeated at each bootstrap until no more variables can be inserted. The variables that enter the model are then counted, and the same procedure is repeated for the rest of the bootstrap loops. The frequency of variable-inclusion in the model is returned as well as a model that uses the frequency of inclusion.

Usage

	ForwardSelection.Model.Bin(size = 100,
	                            fraction = 1,
	                            pvalue = 0.05, 
	                            loops = 100,
	                            covariates = "1",
	                            Outcome,
	                            variableList,
	                            data, 
	                            maxTrainModelSize = 20,
	                            type = c("LM", "LOGIT", "COX"),
	                            timeOutcome = "Time",
	                            selectionType=c("zIDI", "zNRI"),
	                            cores = 6,
	                            randsize = 0,
	                            featureSize=0)

Arguments

size

The number of candidate variables to be tested (the first size variables from variableList)

fraction

The fraction of data (sampled with replacement) to be used as train

pvalue

The maximum p-value, associated to either IDI or NRI, allowed for a term in the model

loops

The number of bootstrap loops

covariates

A string of the type "1 + var1 + var2" that defines which variables will always be included in the models (as covariates)

Outcome

The name of the column in data that stores the variable to be predicted by the model

variableList

A data frame with two columns. The first one must have the names of the candidate variables and the other one the description of such variables

data

A data frame where all variables are stored in different columns

maxTrainModelSize

Maximum number of terms that can be included in the model

type

Fit type: Logistic ("LOGIT"), linear ("LM"), or Cox proportional hazards ("COX")

timeOutcome

The name of the column in data that stores the time to event (needed only for a Cox proportional hazards regression model fitting)

selectionType

The type of index to be evaluated by the improveProb function (Hmisc package): z-score of IDI or of NRI

cores

Cores to be used for parallel processing

randsize

the model size of a random outcome. If randsize is less than zero. It will estimate the size

featureSize

The original number of features to be explored in the data frame.

Value

final.model

An object of class lm, glm, or coxph containing the final model

var.names

A vector with the names of the features that were included in the final model

formula

An object of class formula with the formula used to fit the final model

ranked.var

An array with the ranked frequencies of the features

z.selection

A vector in which each term represents the z-score of the index defined in selectionType obtained with the Full model and the model without one term

formula.list

A list containing objects of class formula with the formulas used to fit the models found at each cycle

variableList

A list of variables used in the forward selection

Author(s)

Jose G. Tamez-Pena and Antonio Martinez-Torteya

References

Pencina, M. J., D'Agostino, R. B., & Vasan, R. S. (2008). Evaluating the added predictive ability of a new marker: from area under the ROC curve to reclassification and beyond. Statistics in medicine 27(2), 157-172.

See Also

ForwardSelection.Model.Res


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