Estimation of Production Function for Furniture and Pharmaceutical Industries in Nepal

Hom Nath Gaire
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Abstract

With the application of Robust Regression Method, this paper attempts to estimate the production function for manufacturing industries of Nepal. In this endeavour, the production function for Furniture and Pharmaceutical industries have been estimated using cross-section data of the Census of Manufacturing Establishment (CME) 2011/2012. The coefficients of log-linear form of Cobb-Douglas (C-D) production function reveal that the selected manufacturing industries are operating with decreasing returns to scales. The labour coefficients of both industries are found to be statistically insignificant. Negative labour coefficient of Pharmaceutical Industry indicates capital intensive nature of the production and minimal contribution of labour inputs. Although positive and significant, capital coefficients indicate both industries were running with decreasing returns to capital inputs. Total Factor Productivity (TFP) representing the state of technology and factors other than labour and capital found to be instrumental and significant for both the industries.
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尼泊尔家具和制药业生产函数的估计
本文运用稳健回归方法,对尼泊尔制造业的生产函数进行了估计。在这项工作中,家具和制药行业的生产函数已经使用2011/2012年制造业机构普查(CME)的横截面数据进行了估计。柯布-道格拉斯(C-D)生产函数的对数线性形式的系数揭示了所选制造业的规模收益递减。两个产业的劳动系数在统计上都不显著。制药业劳动系数为负,表明生产属于资本密集性质,劳动投入贡献最小。虽然正且显著,但资本系数表明两个行业的资本投入回报率都在下降。全要素生产率(TFP)代表技术和劳动力和资本以外的因素的状态,对这两个行业都是重要的。
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