Download Advances in Data Envelopment Analysis by Rolf Fare, Shawna Grosskopf, Dimitris Margaritis PDF

By Rolf Fare, Shawna Grosskopf, Dimitris Margaritis

ISBN-10: 9814644544

ISBN-13: 9789814644549

Information Envelopment research (DEA) is frequently neglected in empirical paintings reminiscent of diagnostic exams to figure out even if the information conform with know-how which, in flip, is critical in selecting technical swap, or discovering which different types of DEA versions enable facts modifications, together with facing ordinal data.

Advances in info Envelopment Analysis specializes in either theoretical advancements and their functions into the size of effective potency and productiveness progress, equivalent to its software to the modelling of time substitution, i.e. the matter of ways to allocate assets over the years, and estimating the "value" of a choice Making Unit (DMU).

Readership: complex postgraduate scholars and researchers in operations learn and economics with a selected curiosity in creation conception and operations administration.

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T. z 1 y11 + z 2 y21 y1 z 1 y12 + z 2 y22 y2 z1, z2 0. 7 One exception is Färe, Grosskopf and Margaritis (2011). March 10, 2015 8:49 Advances in Data Envelopment Analysis - 9in x 6in b2007-ch03 page 45 Chapter 3. DEA and Intensity Variables 45 This optimization problem takes us from the NW corner to the SW corner in the duality figure. t. µ1 y11 + µ2 y12 q1 µ1 y21 + µ2 y22 q2 µ1 , µ2 0. The minimization problem takes us from NW to SW whereas the maximization problem takes us back from SW to NW.

Looking at the Data in DEA 21 If (v) and (vi) are not satisfied and b j = 0, j = 1, . . , z k = 0, k = 1, . . , K . , the problem degenerates. This establishes that (v) and (vi) are sufficient for the extended DEA technology to accommodate null jointness. As a simple illustration of these conditions assume again that we have two DMUs producing two bad outputs, then the ‘bad’ matrix may be written B= b11 b21 b12 b22 and condition (v) holds provided b11 + b21 > 0, similarly for bad output 2, thus some of each bad output is produced.

33) Recall that the dual variables λˆ , µˆ are prices, so we may set λˆ = w and µˆ = p, thus we have min py o − wx o + (q + w X − pY )z. 35) we see that they are duals. In the duality figure, this dual relation is between the SW corner and the NE corner. 4 Pricing Decision Making Units In this section we lay out the theoretical foundation for pricing DMUs following Färe, Grosskopf and Margaritis (2012). We build on the idea of pricing securities, well known in the financial economics literature, as in Magill and Quinzii (1996).

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