1) returning law
报酬规律
1.
Knowledge is not only an endogenous variable, but also an exogenous variable, which is the base to understand the char-acteristic of the returning law of hi-technology in knowledge-based economy.
知识既是内生变量,又是外生变量,这是理解高科技知识报酬规律的基础。
3) law of diminishing return
报酬递减规律;报酬递减法则
4) law of diminishing marginal returns
边际报酬递减规律
1.
To judge if the law of diminishing marginal returns is objective existence,the paper establishes a econometric panel data model with the data of 1238 Chinese listed company in 38 industry during 1998 to 2006.
为考察边际报酬递减规律是否客观存在,本文使用我国38个行业、1238家上市公司1998—2006年的年报数据,建立了分行业的面板数据计量模型。
5) investment diminishing returns law
投入报酬递减规律
1.
The investment diminishing returns law is the core law of investment and return in the product production.
投入报酬递减规律是产品生产中投入与产出的核心规律。
6) returns to scale
规模报酬
1.
Analysis on Productivity and Returns to Scale of China s Service Industry;
中国服务业生产率与规模报酬分析
2.
Based on quality ladder model,together with the introduction of SZ model,this paper discusses the R&D efforts of enterprise and relevant goverment R&D policy under the assumption of diminishing returns to scale of firm s R&D,thus puts forward that we can realize the optimal distribution of R&D resources through providing leading firms with subsidies,while imposing taxes on later comers.
在质量阶梯模型的基础上 ,通过引入 SZ模型讨论了企业研发投资规模报酬递减条件下企业研发行为和政府的研发政策 ,为领先企业提供研发补贴并对后来居上的企业征税 ,可以实现研发资源配置的帕累托最优 。
3.
The new production function has follow properties:the production function has constant returns to scale;the marginal rate of technical substitution and the elasticity of substitution are only related to the ratio of the two elements;the production function satisfies the Euler Theorem.
将经典的柯布-道格拉斯生产函数进行改型,得到一种生产要素间相互制约的新的生产函数,并对函数进行纯粹数学意义上的推导,得到该函数具有的一些经济性质:1)规模报酬不变;2)两要素间的技术替代率和替代弹性仅与两要素的投入比率有关,而与投入量无关;3)产品对生产要素的分配满足欧拉定理。
补充资料:边际报酬递减规律
边际报酬递减规律:在技术水平不变的条件下,在连续等量地把某一种可变生产要素增加到其他一种或几种数量不变的生产要素上去的过程中,当这种可变生产要素的投入量小于某一特定价值,增加该要素投入所带来的边际产量是递增的;当这种可变要素的投入量连续增加并超过这个特定值时,增加该要素投入所带来的边际产量是递减的。在就是边际报酬递减规律。它是短期生产的一条基本规律。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条