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Some mathematical properties of a DEA model for the joint determination of efficiencies

Some mathematical properties of a DEA model for the joint determination of efficiencies
Some mathematical properties of a DEA model for the joint determination of efficiencies
This paper explores the Kuhn-Tucker conditions and convexity in a non-linear DEA model for the joint determination of efficiencies developed by Mar Molinero (1994). It is shown that the usual convexity conditions that apply to Linear Programming problems are satisfied in this case. First order Kuhn-Tucker conditions are derived and interpreted. Estimation strategies are suggested. Some empirical work is reported
94-95
University of Southampton
Mar Molinero, C.
915e1795-1028-433b-8ec3-b530fb25cbbf
Tsai, P.F.
a2ce4d1d-1a43-4ab0-9523-6bba459b65cc
Mar Molinero, C.
915e1795-1028-433b-8ec3-b530fb25cbbf
Tsai, P.F.
a2ce4d1d-1a43-4ab0-9523-6bba459b65cc

Mar Molinero, C. and Tsai, P.F. (1994) Some mathematical properties of a DEA model for the joint determination of efficiencies (Discussion Papers in Accounting and Management Science, 94-95) Southampton, UK. University of Southampton

Record type: Monograph (Discussion Paper)

Abstract

This paper explores the Kuhn-Tucker conditions and convexity in a non-linear DEA model for the joint determination of efficiencies developed by Mar Molinero (1994). It is shown that the usual convexity conditions that apply to Linear Programming problems are satisfied in this case. First order Kuhn-Tucker conditions are derived and interpreted. Estimation strategies are suggested. Some empirical work is reported

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Published date: December 1994
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Identifiers

Local EPrints ID: 36061
URI: http://eprints.soton.ac.uk/id/eprint/36061
PURE UUID: 4b6ed4de-cc93-4778-8766-ccca775be500

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Date deposited: 03 May 2007
Last modified: 11 Dec 2021 15:31

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Contributors

Author: C. Mar Molinero
Author: P.F. Tsai

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