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THE OPTIMAL ALLOCATION ABOUT CAPITAL AND LABOR IN THE ECONOMIC GROWTH WITH AN ENDOGENOUS TECHNICAL PROGRESS MODEL
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作者 刘金山 李楚霖 胡适耕 《Acta Mathematica Scientia》 SCIE CSCD 2002年第4期511-516,共6页
In this paper, the balanced economic growth path was considered in a new growth model with endogenous technical progress. It is not only obtained the optimal allocation about capital and labor between a goods-producin... In this paper, the balanced economic growth path was considered in a new growth model with endogenous technical progress. It is not only obtained the optimal allocation about capital and labor between a goods-producing sector and a R&D Sector, but also the optimal value of saving rates. By discussing the effect of parameters, it are also got the following results: When the rate of time preference (discount factor) rising, the fractions of Capital and labor in the goods-producing sector will increase, the fractions in R&D sector and the saving rates will decrease; When the population grows rapidly, the result will be contrary. 展开更多
关键词 utility function balanced growth path endogenous technical progress
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To Raise Safe and Economical Operation Level on Scientific and Technical Progress Basis
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《Electricity》 1997年第1期20-22,共3页
关键词 To Raise Safe and Economical Operation Level on Scientific and technical progress Basis
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Assessing Technical Progress Via Data Envelopment Analysis
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作者 LI Guanajin LIU Yongqing(Automation Dept., South China University of Technology Guanedou, 510641, China) 《Systems Science and Systems Engineering》 CSCD 1996年第3期257-265,共9页
This paper examines the nature of production function and derives its mathematical description similar to Cobb-Douglas form. Defining pareto optimality production state and reducing multiple outputs to a single output... This paper examines the nature of production function and derives its mathematical description similar to Cobb-Douglas form. Defining pareto optimality production state and reducing multiple outputs to a single output, we present Data Envelopment Analysis (DEA) models, which have, in effect, extended the definition for decision making unit (DMU) from cross-section to timeseries so as to determine production function satisfying maximal output and minimal inputs under the condition of pareto optimality. By means of production function determined in this paper we can further obtain such important information in the context of technical progress as index of the level of disembodied type technology and so on. In addition, a case study shows the contributive consequent of this work. 展开更多
关键词 production function technical progress pareto optimality MODEL
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Do ICTs Boost Agricultural Productivity?
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作者 朱秋博 白军飞 +1 位作者 彭超 朱晨 《China Economist》 2020年第6期9-26,共18页
Based on panel data from the Rural Fixed Point Survey of the Ministry of Agriculture over the period 2004-2016 and supplementary survey data on information and communications technology(ICT)applications in the country... Based on panel data from the Rural Fixed Point Survey of the Ministry of Agriculture over the period 2004-2016 and supplementary survey data on information and communications technology(ICT)applications in the countryside,this paper employs the difference in differences(DID)method to analyze the effects of ICT applications on rural households’agricultural total factor productivity(TFP)with mobile phone signal,internet and 3G mobile network connections as indicators,and decomposes and evaluates the constituent factors.Our findings reveal a positive effect of ICTs on rural households’TFP,which primarily stemmed from rising agricultural technical efficiency.However,ICTs exerted no significant effect on agricultural technical progress during this paper’s data period due to limited rural human capital.These findings are consistent with robustness test results based on counterfactual and matching methods. 展开更多
关键词 ICT applications agricultural total factor productivity(TFP) agricultural technical progress agricultural technical efficiency
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The Educational Efficiency in the Economic Growth with Exhaustible Resource:An endogenous technical progress model
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作者 LI Chulin LI Dong(Department of Mathematics, Department of Quantitatives Economics Huazhong University of Science and Technology Wuhan, Hubei 430074, China) 《Systems Science and Systems Engineering》 CSCD 1996年第3期273-280,共8页
In this paper we consider optimal economic growth in the presence of exhaustible resource, exogenous population growth, and endogenous technical progress. A production function with endogenous technical progress and a... In this paper we consider optimal economic growth in the presence of exhaustible resource, exogenous population growth, and endogenous technical progress. A production function with endogenous technical progress and a more appropriate objective function are suggested. In this new framework we determine the conditions required to ensure exponentially growing, as opposed to declining, consumption. Optimal per capita consumption will be less likely to be incerasing when: the educational efficiency is low; the planner cares little about future; population grows rapidly; and the elasticity of marginal utility is high. 展开更多
关键词 economic growth endogenous technical progress educational efficiency
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