Specification and estimation of Cobb-Douglas production function models
In this paper we consider the specification and estimation of the Cobb-Douglas production function model. After reviewing the "traditional" specifying assumptions for the model which are based on deterministic profit maximization, we develop a model in ...
Zellner, A., Kmenta, J., Dreze, Jacques
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Technical efficiency of sub-district level hospitals in Bangladesh: a comparative frontier analysis. [PDF]
Hasan MZ +5 more
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City-level GDP estimates for China under alternative pathways from 2020 to 2100. [PDF]
Sun J +8 more
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Characterizing the Production Process: A Disaggregated Analysis of Italian Manufacturing Firms [PDF]
This paper provides a description of the production process by comparing different frameworks in which to analyze the relations between inputs and output. The analysis is performed on a representative sample of Italian manufacturing firms. We employ both
Marco Grazzi +2 more
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A Model for Projecting the Number of Doctors in South Korea. [PDF]
Kim SJ.
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Beyond Cobb-Douglas: Estimation of a CES Production Function with Factor Augmenting Technology
Both the recent literature on production function identification and a considerable body of other empirical work on firm expansion assume a Cobb-Douglas production function. Under this assumption, all technical differences are Hicks neutral.
Devesh Raval
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Measuring financial sector efficiency in China: A study based on an enhanced neoclassical production function. [PDF]
Zheng C, Shan Y.
europepmc +1 more source
Impact of Climate Change, Agricultural Credit and Inflation on Cereal Crop Productivity in Ethiopia: Novel Dynamic Simulated ARDL Approach. [PDF]
Cao J +4 more
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Evaluation of determinants affecting technical efficiency of dairy farms. [PDF]
Dubey A +8 more
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Analitical Derivation of the Cobb-Douglas Function based on the Golden Rule of Capital Accumulation
In this paper, the neoclassical model is extended for the general case of economic growth, which can be represented as the sum of cyclical and growth components.
Yashin, Pete
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