• The profit function of the system is our main content in this article.

    本文主要研究是这样一个系统的利润函数。

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  • Show: If the firm's production function is concave, it's profit function is concave.

    证明:如果一个公司的生产函数是凹函数,那么它的利润函数也是凹函数。

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  • In this part, using the basic knowledge of economics, to establish the corporate profit function models.

    在此部分中,利用经济学基本知识,建立了企业利润函数模型。

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  • The article deals with a few important properties of profit function and supply mapping in the mathematical economics from the view of mathematics.

    从数学的角度给出并证明了在数理经济学中非常重要的利润函数与供给映射的几个性质。

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  • By analyzing the properties of the expected profit function, it can be concluded that the optimal order quantity locates in the support of fuzzy demands.

    通过分析期望利润函数的性质,得出最优订货量应位于模糊需求的支集内。

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  • We could derive the supplier's optimum price and the consumer's optimum ordering quantity through separately establishing the profit function models of both sides of the supply and demand.

    通过分别建立供需双方的利润函数模型并导出供方的最优定价和需方的最优订货量。

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  • We could derive the supplier's optimum price and the consumer's optimum ordering quantity through separately establishing the profit function models of both sides of the supply and demand.

    通过分别建立供需双方的利润函数模型并导出供方的最优定价和需方的最优订货量。

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