The Use of Yanai’s Generalized Coefficient of Determination to Reduce the Number of Variables in DEA Models ()
ABSTRACT
This paper proposes a new method to reduce the dimensionality of input and output spaces in DEA models. The method is based on Yanai’s Generalized Coefficient of Determination and on the concept of pseudo-rank of a matrix. In addition, the paper suggests a rule to determine the cardinality of the subset of selected variables in a way to gain the maximal discretionary power and to suffer a minimal informational loss.
Share and Cite:
Benegas, M. (2017) The Use of Yanai’s Generalized Coefficient of Determination to Reduce the Number of Variables in DEA Models.
American Journal of Operations Research,
7, 187-200. doi:
10.4236/ajor.2017.73013.
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