Download e-book for iPad: An Introduction to Efficiency and Productivity Analysis by Timothy J. Coelli, Dodla Sai Prasada Rao, Christopher J.

By Timothy J. Coelli, Dodla Sai Prasada Rao, Christopher J. O'Donnell, George Edward Battese

ISBN-10: 0387242651

ISBN-13: 9780387242651

Softcover model of the second one version Hardcover. includes a new writer, Dr. Chris O'Donnell, who brings substantial services to the undertaking within the quarter of functionality dimension. quite a few themes are being extra and extra functions utilizing genuine facts, in addition to workouts on the finish of the chapters. facts units, computing device codes and software program may be on hand for obtain from the internet to accompany the amount.

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Extra info for An Introduction to Efficiency and Productivity Analysis

Example text

177x,"' ^^q^^ = 0 is obtained by simply rearranging q = 2x^^x'^^^.. e. second-order derivative less than zero) is also satisfied for all non-negative values of w and q. Similar second-order conditions are satisfied for other optimisation problems considered in this chapter. ^^ This terminology derives from the fact that the input demands are conditional on the value of output. 62). 63. 23 while input demands remain unchanged. 23). These computations confirm that our cost function exhibits some familiar and commonsense properties - it is nondecreasing and linearly homogeneous in prices, and nondecreasing in output.

The discussion in this section also provides a very brief introduction to modem efficiency measurement. A more detailed treatment is provided by Fare, Grosskopf and Lovell (1985, 1994) and Lovell (1993).

3). 177W2X~^'^^q^'^ with respect to Xi is a simple exercise in differential calculus. 22lw2x;^^'q^' = 0. 92w''''w2'''^'-'^'. , Cobb-Douglas). This property is shared by all Cobb-Douglas production and cost functions. Such functions are said to be self-dual. 29 by computing the cost-minimising input demands (and associated minimum costs) at different values of the right-hand-side variables. 177x,"' ^^q^^ = 0 is obtained by simply rearranging q = 2x^^x'^^^.. e. second-order derivative less than zero) is also satisfied for all non-negative values of w and q.

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An Introduction to Efficiency and Productivity Analysis by Timothy J. Coelli, Dodla Sai Prasada Rao, Christopher J. O'Donnell, George Edward Battese


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