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THE MINIMUM EFFICIENT SCALE: A NOTE ON TERMINOLOGY
Author(s) -
DAVUT Lale
Publication year - 1998
Publication title -
ankara üniversitesi sbf dergisi
Language(s) - English
Resource type - Journals
eISSN - 1309-1034
pISSN - 0378-2921
DOI - 10.1501/sbfder_0000001953
Subject(s) - terminology , scale (ratio) , computer science , geography , linguistics , cartography , philosophy
The minimum efficient scaJe is defined in two alternative ways in microeconomics textbooks: 1) The JeveJ of output that minimizes the Jang-mn average cost is called the minimum efficient scaJe (Varian, 1990:410). According to this definition, the output JeveJ which corresponds to the minimum point of a U-shaped Jang-mn average cost curve as well as any output JeveJ which corresponds to the horizontaJ part of a L-shaped or saucer-shaped Jong-mn average cost curve can be called the minimum efficient scale. 2) The output JeveJ at which the Jong-mn average cost curve first becomes horizontal is called the minimum efficient scale (Begg, Fischer, Dornbusch 1991:118). According to this definition, the minimum efficient .scale is a concept reJevant for onJy L-shaped or saucer-shapcd Jang-mn average cost curves 1. Yet, in textbooks providing this definition the minimum efficient scaJe is diagrammatically iIIustrated using strictly U-shaped Jongmn average cost curves2.

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