2006
DOI: 10.1016/j.fishres.2005.12.014
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Adjusting technical efficiency to reflect discarding: The case of the U.S. Georges Bank multi-species otter trawl fishery

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Cited by 26 publications
(18 citation statements)
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“…16 Except for the resurgence of the use of the deterministic frontier (i.e., parameters corresponding to a specified frontier function are estimated via mathematical programming but the estimates are adjusted by corrected ordinary least squares), DEA and the stochastic frontier appear to be the two primary approaches used to estimate and assess technical efficiency and capacity, with DEA being the primary approach used to estimate capacity (F@re et al, 1993;Kirkley et al, 2002;Felthoven and Morrison-Paul, 2004;F@re et al, 2006). In the next section, we introduce the various approaches and methods but primarily focus on the use of DEA, the stochastic frontier, and the modified deterministic frontier.…”
Section: Methods For Estimating Technical Efficiency and Capacitymentioning
confidence: 99%
“…16 Except for the resurgence of the use of the deterministic frontier (i.e., parameters corresponding to a specified frontier function are estimated via mathematical programming but the estimates are adjusted by corrected ordinary least squares), DEA and the stochastic frontier appear to be the two primary approaches used to estimate and assess technical efficiency and capacity, with DEA being the primary approach used to estimate capacity (F@re et al, 1993;Kirkley et al, 2002;Felthoven and Morrison-Paul, 2004;F@re et al, 2006). In the next section, we introduce the various approaches and methods but primarily focus on the use of DEA, the stochastic frontier, and the modified deterministic frontier.…”
Section: Methods For Estimating Technical Efficiency and Capacitymentioning
confidence: 99%
“…This means that the maximal expansion of good outputs is doubling the observed amount (see Färe et al 2006).…”
Section: Non-parametric Frontier Technology and Distance Functionsmentioning
confidence: 98%
“…Assume that there are N production units. Then, imposing variable returns to scale and following Färe et al (2006), the empirical technology is described by the following system of inequalities (see also Jeon and Sickles 2004, p. 587):…”
Section: Non-parametric Frontier Technology and Distance Functionsmentioning
confidence: 99%
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