1982
DOI: 10.1080/00207548208947784
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Predicting new product labour hours

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Cited by 6 publications
(5 citation statements)
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“…The conventional learning model assumes that the productivity increases with firm's cumulative output and persists indefinitely with production experience (Arrow, 1962;Rapping, 1965;Lieberman, 1984;Bahk & Gort, 1993;Irwin & Klenow, 1994;Jarmin, 1994;Benkard, 2000;Thompson, 2001). Following the arguments similar to Cochran (1960) and Cochran and Sherman (1982), we extend the conventional learning model by modeling learning progress as a logistic function which explains three stages (slow start-up, acceleration, and plateau) of learning progress concept. It is important to note that with a given technology firms gain expertise that allows them to operate the technology more efficiently.…”
Section: Bounded Learning Progress and Learning Inefficiencymentioning
confidence: 99%
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“…The conventional learning model assumes that the productivity increases with firm's cumulative output and persists indefinitely with production experience (Arrow, 1962;Rapping, 1965;Lieberman, 1984;Bahk & Gort, 1993;Irwin & Klenow, 1994;Jarmin, 1994;Benkard, 2000;Thompson, 2001). Following the arguments similar to Cochran (1960) and Cochran and Sherman (1982), we extend the conventional learning model by modeling learning progress as a logistic function which explains three stages (slow start-up, acceleration, and plateau) of learning progress concept. It is important to note that with a given technology firms gain expertise that allows them to operate the technology more efficiently.…”
Section: Bounded Learning Progress and Learning Inefficiencymentioning
confidence: 99%
“…The proposition is that during the early stage a firm attempts various options, and explores alternative production plans and designs which slow down the initial learning rate. After the initial exploration there are fewer changes in the production system leading to a higher learning rate (Cochran & Sherman, 1982). Both the learning bound and its S-shape character are important in the sense that the learning limit captures the diminishing return of learning a given technology and the S-shape replicates the start-up phase of a firm.…”
Section: Introductionmentioning
confidence: 99%
“…Some of the most detailed work in the analysis of the cost of disruptions has been done by Cochran [5] and Cochran and Sherman [6]. In [6] Cochran and Sherman give descriptions of possible effects of disruption.…”
Section: Previous Workmentioning
confidence: 99%
“…In light of the previous paragraph, it would seem that other factors, in particular those detailed by Cochran and Sherman [6] are also (perhaps more so) to blame for increases in cost.…”
Section: Previous Workmentioning
confidence: 99%
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