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Measuring the efficiency of decision making units

European Journal of Operational Research · 1978 · Vol. 2(6) · pp. 429–444
A. CharnesW. W. CooperEdwardo L. Rhodes

Abstract

A nonlinear (nonconvex) programming model provides a new definition of efficiency for use in evaluating activities of not-for-profit entities participating in public programs. A scalar measure of the efficiency of each participating unit is thereby provided, along with methods for objectively determining weights by reference to the observational data for the multiple outputs and multiple inputs that characterize such programs. Equivalences are established to ordinary linear programming models for effecting computations. The duals to these linear programming models provide a new way for estimating extremal relations from observational data. Connections between engineering and economic approaches to efficiency are delineated along with new interpretations and ways of using them in evaluating and controlling managerial behavior in public programs.

Efficiency Analysis Using DEAOptimization and Mathematical ProgrammingSupply Chain and Inventory ManagementDual polyhedronLinear programmingComputer scienceComputationMathematical optimizationMeasure (data warehouse)Observational studyProfit (economics)Operations researchMathematics
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References
Management Models and Industrial Applications of Linear Programming
Management Science · 1957 · 1,894 citations
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