柯布－道格拉斯生产函数采用的边际分析方法，可用于分析要素投入对产量（产

柯布－道格拉斯生产函数采用的边际分析方法，可用于分析要素投入对产量（产出）的贡献率、规模收益和其他系列问题，是生产函数中应用较为广泛的一种。其最初是美国数学家柯布 （C．W．Cobb） 和经济学家保罗•道格拉斯 （Paul H． Douglas） 研究了 1899－1922 年美国的资本和劳动对生产的影响， 在技术经济条件不变的情况下， 得到的产出与投入的劳动力和资本的关系函数。 其一般形式可以表示为：

結果 (英文) 1:

Cobb - Douglas production function using marginal analysis method can be used to analyze the factor inputs for production (output) the contribution rate, returns to scale, and other family issues, is the production function is widely used one. It was originally an American mathematician Cobb (c.w.cobb) and economist Paul • Douglas (paul h. Douglas) studied the 1899-1922 capital and labor in the United States the impact on production, the technical and economic conditions remain unchanged cases, the resulting outputs and inputs of labor and capital relations function. Its general form can be expressed as:

結果 (英文) 2:

The marginal analysis method of Cobb Douglas production function uses, can be used to analyze the input factors on the output (output) returns to scale and other series of problems, the contribution rate, is one of the most widely used in the production function. The first American mathematician Cobb (C.W.Cobb) and economist Paul Douglas (Paul H. Douglas) were studied in 1899 and 1922 the United States capital and labor to the production, unchanged in the technical and economic conditions, labor force and capital function between the input and output of the. Its general form can be expressed as:

結果 (英文) 3:

Marginal analysis methods used by the Cobb-Douglas production function, can be used for analysis of inputs in the production (outputs) contribution rates, returns to scale and other problems, is one of the more widespread application in the production function. Its original is a United States mathematician Cobb (C. W． Cobb) and economist Paul Douglas (Paul h. Douglas) studied the 1899-1922 United States impact on production of capital and labor, in the case of constant technical and economic conditions, are functions of the outputs and inputs of labour and capital. Its general form can be expressed as: