1990
DOI: 10.2307/2109709
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Proper Quadratic Cost Functions with an Application to the Bell System

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Cited by 131 publications
(64 citation statements)
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“…For the input prices, we have: w 1 (price of funds, proxied by the ratio of interest expenses to total deposits), w 2 (price of fixed capital, proxied by the ratio of other operating expenses to fixed assets), w 3 (price of labor, proxied by the ratio 10 We choose composite form instead of translog functional form because translog functional forms suffer from several drawbacks when it is applied to measure scope economies. For example, it does not allow zero values for outputs and fixed netputs, the translog is not well behaved in regions around zero, and scope economy estimates have been shown to vary widely, depending upon the value chosen to represent specialized production (Berger, et al (1987), Roller (1990)). …”
Section: Economies Of Diversification Approachmentioning
confidence: 99%
“…For the input prices, we have: w 1 (price of funds, proxied by the ratio of interest expenses to total deposits), w 2 (price of fixed capital, proxied by the ratio of other operating expenses to fixed assets), w 3 (price of labor, proxied by the ratio 10 We choose composite form instead of translog functional form because translog functional forms suffer from several drawbacks when it is applied to measure scope economies. For example, it does not allow zero values for outputs and fixed netputs, the translog is not well behaved in regions around zero, and scope economy estimates have been shown to vary widely, depending upon the value chosen to represent specialized production (Berger, et al (1987), Roller (1990)). …”
Section: Economies Of Diversification Approachmentioning
confidence: 99%
“…With regards to the aforementioned "regularity conditions", more specifically the tests focus on: Another criticism also concerning the point of the regularity conditions is the one from Roller (1990). In his article, the author begins by mentioning the regularity problems of the costs function, subsequently proposing a solution involving a functional form that, by construction, fulfills the regularity conditions in a wider space of quantities.…”
Section: Economies Of Scale and Scope After Evans And Heckmanmentioning
confidence: 99%
“…In general there seems to be a trade off among flexible functional forms satisfying all regularity conditions required for a cost function to be an adequate representation of the production technology (concave in input prices and non decreasing in input prices and outputs) and the dimension of the region over which such regularity conditions are fulfilled. Roller (1990) emphasizes that "this 'regular' region may be too small to be able to model demanding cost concepts such as economies of scope and subadditivity". The most popular flexible functional forms, such as the standard translog model (see Christensen et al, 1971), have a degenerate behaviour in the region which is relevant for the derivation of scope economies and subadditivity measures, (in general zero outputs levels) even if they satisfy the regularity conditions for a larger set of points (see Diewert, 1974 andDiewert andWales, 1987).…”
Section: Literature Reviewmentioning
confidence: 99%
“…The explanation can be found in the degenerate behaviour of such cost function when outputs are close to zero (see Roller, 1990). …”
Section: Economies Of Scope and Sizementioning
confidence: 99%