A Boosting Approach to Data Envelopment Analysis
Estimate Coefficients in Multivariate Adaptive Frontier Splines during...
Estimation of child nodes
Free Disposal Hull model
Get EATBoost
leaves supports
Get the inferior corner of the leave support from all trees of `EATBoo...
Get the superior corner of the leave support from all trees of `EATBoo...
Get intersection between two leaves supports
Is Final Node
Add a new pair of Basis Functions
Linear programming model for radial input measure
Linear programming model for radial output measure
Tuning an EATBoost model
Tuning an MARSBoost model
Single Output Data Generation
Pareto-dominance relationships
Generate a new pair of Basis Functions
Generate a new pair of Cubic Basis Functions
Linear programming model for Directional Distance Function measure
Data Envelope Analysis model
Deep Efficiency Analysis Trees
Efficiency Analysis Trees
Create a EAT object
Gradient Tree Boosting
Calculate efficiency scores
Enhanced Russell Graph measure
Adapted Multivariate Adaptive Frontier Splines
Create an MARSAdapted object
Smoothing (Forward) Multivariate Adaptive Frontier Splines
LS-Boosting with adapted Multivariate Adaptive Frontier Splines (MARS)
Mean Squared Error
Mean Squared Error
Position of the node
Model Prediction for DEA
Model Prediction for Efficiency Analysis Trees.
Model prediction for EATBoost algorithm
Model Prediction for FDH
Model Prediction for Adapted Multivariate Adaptive Frontier Splines.
Model Prediction for Boosted Multivariate Adaptive Frontier Splines
Efficiency Analysis Trees Predictor
Data Pre-processing for Multivariate Adaptive Frontier Splines.
Linear programming model for Russell input measure
Linear programming model for Russell output measure
Split node
Linear programming model for Weighted Additive Model
Includes functions to estimate production frontiers and make ideal output predictions in the Data Envelopment Analysis (DEA) context using both standard models from DEA and Free Disposal Hull (FDH) and boosting techniques. In particular, EATBoosting (Guillen et al., 2023 <doi:10.1016/j.eswa.2022.119134>) and MARSBoosting. Moreover, the package includes code for estimating several technical efficiency measures using different models such as the input and output-oriented radial measures, the input and output-oriented Russell measures, the Directional Distance Function (DDF), the Weighted Additive Measure (WAM) and the Slacks-Based Measure (SBM).
Useful links