On Cobb-Douglas production function model
The purpose of this discourse is to describe the estimation methods of COBB-DOUGLAS production functional model thrash cost function and with multiplicative and additive errors. Nonlinear regression models have been a subject of an intensive investigation in select years. It is no exaggeration to sa...
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Published in | AIP conference proceedings Vol. 2177; no. 1 |
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Main Authors | , , , , |
Format | Journal Article Conference Proceeding |
Language | English |
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Melville
American Institute of Physics
04.12.2019
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ISSN | 0094-243X 1551-7616 |
DOI | 10.1063/1.5135215 |
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Abstract | The purpose of this discourse is to describe the estimation methods of COBB-DOUGLAS production functional model thrash cost function and with multiplicative and additive errors. Nonlinear regression models have been a subject of an intensive investigation in select years. It is no exaggeration to say that in Econometric analysis, the COBB-DOUGLAS and constant Elasticity of substitution (CES) functions are the most frequently used non-linear type of special functions. Mohammad Zakir Hussain et al, in 2010, in their research article discussed the use of Cobb-Douglas production model on some selected manufacturing industries. Md.Moyazzem Hossain et al in 2015, in their research paper estimated the parameters of Cobb- Douglas production function with additive errors and multiplicative errors for some selected manufacturing industries and suggested the most suitable Cobb-Douglas production function to forecast the production process for some selected manufacturing industries for developing countries. Besides they investigated the efficiency of both capital and labor elasticity of the two mentioned form of Cobb-Douglas production function. In 1975, DE-Min Vu in his research paper derived the exact distribution of the indirect least squares estimators of the coefficients of the Cobb-Douglas production function within the content of a stochastic production model of Marshak-Andrews type. In 2017, RVSSN Rao et al, in their research paper, presented various estimation methods for estimating parameters of Cobb-Douglas production functional model. |
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AbstractList | The purpose of this discourse is to describe the estimation methods of COBB-DOUGLAS production functional model thrash cost function and with multiplicative and additive errors. Nonlinear regression models have been a subject of an intensive investigation in select years. It is no exaggeration to say that in Econometric analysis, the COBB-DOUGLAS and constant Elasticity of substitution (CES) functions are the most frequently used non-linear type of special functions. Mohammad Zakir Hussain et al, in 2010, in their research article discussed the use of Cobb-Douglas production model on some selected manufacturing industries. Md.Moyazzem Hossain et al in 2015, in their research paper estimated the parameters of Cobb- Douglas production function with additive errors and multiplicative errors for some selected manufacturing industries and suggested the most suitable Cobb-Douglas production function to forecast the production process for some selected manufacturing industries for developing countries. Besides they investigated the efficiency of both capital and labor elasticity of the two mentioned form of Cobb-Douglas production function. In 1975, DE-Min Vu in his research paper derived the exact distribution of the indirect least squares estimators of the coefficients of the Cobb-Douglas production function within the content of a stochastic production model of Marshak-Andrews type. In 2017, RVSSN Rao et al, in their research paper, presented various estimation methods for estimating parameters of Cobb-Douglas production functional model. |
Author | Praveen, J. Peter Mahaboob, B. Venkateswarlu, B. Narayana, C. Ajmath, K. A. |
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Editor | Kumar, B. Rushi Sivaraj, R. |
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References | Hossain, Majumder (c4) 2015 Rao (c10) Andrews, Fair (c5) 1988 Braun (c7) 1970 Zellner, Kimenta, Dreze (c1) 1996 Bera (c11) 1984 Vu (c2) 1975 Christensen (c8) 2010 Hussain, Amri (c3) 2010 Arrow, Chener, Minhas, Solow (c9) 1961 |
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SubjectTerms | Cost function Developing countries Econometrics Economic forecasting Economic models Elasticity LDCs Manufacturing Parameter estimation Production functions Production methods Regression analysis Regression models Scientific papers |
Title | On Cobb-Douglas production function model |
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