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theorem相关的网络例句

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与 theorem 相关的网络例句 [注:此内容来源于网络,仅供参考]

His analysis gave birth to the well-known"Coase The orem" which states,in essence,that if all scarce resources are viewed from the standpoint of rights,and if all rights are costlessly delineated or defined as private or exclusive,then in the absence of transaction costs the standard theorem of exchange will operate to bring about the most valuable use of resources.

他的 分析,创立了著名的"科斯定律"。这个理论的要点,是指出从产权的观点来观察资源的运用,倘若将产权划分或界定为私有是不需费用的,那么在交易费用不存在的情况下,交易取利可保证资源必定会作最有效的运用。

His analysis gave birth to the well-known"Coase orem" states,in essence,that if all scarce resources are viewed from the standpoint of rights,and if all rights are costlessly delineated or defined as private or exclusive,then in the absence of transaction costs the standard theorem of exchange will operate to bring about the most valuable use of resources.

他的,创立了著名的"科斯定律"。这个理论的要点,是指出从产权的观点来观察资源的运用,倘若将产权划分或界定为私有是不需费用的,那么在交易费用不存在的情况下,交易取利可保证资源必定会作最有效的运用。

When network system wase stabilized,the equivalent exchange conditions of T-п and voltage source-current source were demonstrated by concept of equivalent exchange and network theorem of stability.

当网络系统达到稳定时,根据网络等效变换的概念,应用网络稳定性原理推导出了T-п形和电压源—电流源的等效变换条件,此方法概念清晰,不仅适用于线性无源网络而且适应线性有源网络,可推广于其它两端、三端或多端线性网络变换。

Chapter 3 This chapter is devoted to making further discussion to the existence theorem of essential components.

第二章 研究一些经济模型的平衡点的本质连通区的存在性。

We discuss the model, presentsome properties of the model, and show the existence theorem of the solution.

分析了模型的基本性质,证明了解的存在性。

Last, the existence of the extreme frequency theorem in differant boundary conditions of the beam is also studied.

最后在改变边界条件的情况下,梁振动的极值频率定理也被研究是成立的。

Based on upper and lower solutions,the existence and uniqueness theorem are established.

以上下解为基础,建立了解的唯一性定理,在适当条件下,构造具体的上下解,得到了解的存在性和唯一性。

By using of the decomposition of equation and the Leray-Schauder fixed point theorem, four existence theorems are established.

通过使用方程的分解技巧和Leray-Schauder不动点定理建立了4个存在定理。

Applying this concept of generalized nuclear cones, we derive another existence theorem of efficient points.

运用这一概念的广义结果,我们得出的另一个存在性定理的有效点。

By constructing suitable Banach spare and applying integral equation, an existence theorem is established.

通过构造适当的Banach空间并且利用积分方程建立了一个存在定理。

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