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- W1601478635 abstract "Convex output set is common hypothesis in both production theory and empirical applications such as the Data Envelopment Analysis. It seems to be taken for granted without any reference to returns to scale. This paper presents simulations for joint Cobb-Douglas production functions. The output frontier shape is showed to depend on two contrary forces. On the one hand, the higher the returns to scale, the more convex to the origin the output frontier. On the other hand, the larger the difference in input intensities of each production unit, the more concave to the origin the output frontier." @default.
- W1601478635 created "2016-06-24" @default.
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- W1601478635 date "1999-10-27" @default.
- W1601478635 modified "2023-09-27" @default.
- W1601478635 title "Output Frontier Simulations with Joint Cobb-Douglas Production Functions and Variability in both Returns to Scale and Input Intensities" @default.
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