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The directional profit efficiency measure: on why profit inefficiency is either technical or allocative
by
Zofio, Jose L.
, Pastor, Jesus T.
, Aparicio, Juan
in
Accounting/Auditing
/ Allocative efficiency
/ Data envelopment analysis
/ Deadweight loss
/ Decomposition
/ Distance functions
/ Econometrics
/ Economic profit
/ Economics
/ Economics and Finance
/ Efficiency
/ Efficiency metrics
/ Market prices
/ Mathematical vectors
/ Microeconomics
/ Operations Research/Decision Theory
/ Production efficiency
/ Profit analysis
/ Profitability theory
/ Profits
/ Statistical analysis
2013
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The directional profit efficiency measure: on why profit inefficiency is either technical or allocative
by
Zofio, Jose L.
, Pastor, Jesus T.
, Aparicio, Juan
in
Accounting/Auditing
/ Allocative efficiency
/ Data envelopment analysis
/ Deadweight loss
/ Decomposition
/ Distance functions
/ Econometrics
/ Economic profit
/ Economics
/ Economics and Finance
/ Efficiency
/ Efficiency metrics
/ Market prices
/ Mathematical vectors
/ Microeconomics
/ Operations Research/Decision Theory
/ Production efficiency
/ Profit analysis
/ Profitability theory
/ Profits
/ Statistical analysis
2013
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The directional profit efficiency measure: on why profit inefficiency is either technical or allocative
by
Zofio, Jose L.
, Pastor, Jesus T.
, Aparicio, Juan
in
Accounting/Auditing
/ Allocative efficiency
/ Data envelopment analysis
/ Deadweight loss
/ Decomposition
/ Distance functions
/ Econometrics
/ Economic profit
/ Economics
/ Economics and Finance
/ Efficiency
/ Efficiency metrics
/ Market prices
/ Mathematical vectors
/ Microeconomics
/ Operations Research/Decision Theory
/ Production efficiency
/ Profit analysis
/ Profitability theory
/ Profits
/ Statistical analysis
2013
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The directional profit efficiency measure: on why profit inefficiency is either technical or allocative
Journal Article
The directional profit efficiency measure: on why profit inefficiency is either technical or allocative
2013
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Overview
The directional distance function encompasses Shephard's input and output distance functions and also allows nonradial projections of the assessed firm onto the frontier of the technology in a preassigned direction. However, the criteria underlying the choice of its associated directional vector are numerous. When market prices are observed and firms have a profit maximizing behavior, it seems natural to choose as the directional vector that projecting inefficient firms towards profit maximizing benchmarks. Based on that choice of directional vector, we introduce the directional profit efficiency measure and show that, in this general setting, profit inefficiency can be categorized as either technical, for firms situated within the interior of the technology, or allocative, for firms lying on the frontier. We implement and illustrate the analytical model by way of Data Envelopment Analysis techniques, and introduce the necessary optimization programs for profit inefficiency measurement.
Publisher
Spring Science+Business Media,Springer US,Springer Nature B.V
Subject
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