1993
DOI: 10.1017/cbo9780511551710
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Production Frontiers

Abstract: This book presents a mathematical programming approach to the analysis of production frontiers and efficiency measurement. The authors construct a variety of production frontiers, and by measuring distances to them are able to develop a model of efficient producer behaviour and a taxonomy of possible types of departure from efficiency in various environments. Linear programming is used as an analytical and computational technique in order to accomplish this. The approach developed is then applied to modelling … Show more

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Cited by 828 publications
(1,060 citation statements)
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“…Although Banker and Morey (1986a) is usually referred to as the main contribution to the analysis of non-discretionary variables, Koop (1981) had treated this issue previously. Fa¨re, Grosskopf and Lovell (1994) also analyze the non-discretionary variables by what they referred to as 'sub-vector optimisations'. 14.…”
Section: Resultsmentioning
confidence: 99%
“…Although Banker and Morey (1986a) is usually referred to as the main contribution to the analysis of non-discretionary variables, Koop (1981) had treated this issue previously. Fa¨re, Grosskopf and Lovell (1994) also analyze the non-discretionary variables by what they referred to as 'sub-vector optimisations'. 14.…”
Section: Resultsmentioning
confidence: 99%
“…One classical example of the application of the superefficiency DEA method is the work by Lovell et al (1994). Other scholarly efforts attributed to this topic include the work by Charnes et al (1992), Fare et al (1994), Wilson (1995), Rousseau and Semple (1995), Charnes et al (1996), Thrall (1996), Zhu (1996), and Seiford and Zhu (1998 a, b). However, the subproblems for some "extreme points" (Thrall 1996) may become infeasible when the super-efficiency models are applied under other alternate returns to scale (RTS) conditions other than constant returns to scale (CRS) (e.g., variable returns to scale or VRS).…”
Section: Introductionmentioning
confidence: 99%
“…The cost rationalizing effect of joint input use for multi-output firms is evident. For instance, as for our own empirical application, senior researchers can serve as an input in the production of both 1 See, e.g., Varian (1984), Färe et al (1994) and Cooper et al (2000) for introductory texts on nonparametric production and efficiency analysis. 2 See, e.g., the "subset rationalization" concept of Banker and Maindiratta (1988) and the "goodness-of-fit" concept of Varian (1990), which essentially reconcile the neoclassical nonparametric production analysis literature (see, e.g., Afriat, 1972;Hanoch and Rothschild, 1972;and Varian, 1984) and the 'DWD (QYHORSPHQW $QDO\VLV (DEA) literature.…”
mentioning
confidence: 99%