theory of multiplier

Match point hot point Lagrange multiplier theorem of efficient solution and saddle point theory

有效解的Lagrange乘子定理与鞍点理论

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The theory of multiplier analysis is an important technique, which has been used to measure the relationship between each productive sector, production and consumption, supply and demand for goods.

乘数分析法是研究生产部门之间、生产与使用、供给与消耗之间关系的重要方法。

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Its basic theories are these: theory of circle cumulate cause and effect, theory of tourist destination lifecycle, theory of income and distribution, theory of multiplier, theory of information asymmetry and theory of sustainable development etc.

它的理论基础包括：循环累积因果理论、旅游地生命周期理论、收入分配理论、乘数理论、信息不对称理论和可持续发展理论等。

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Because traditional multiplier theory neglects factors of income distribution, it is limited in the macroeconomic analysis.

传统的乘数理论忽视了收入分配因素，因此在宏观经济政策分析中有很大局限性。

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Second, taking research by tourism multiplier based on data availability and method feasibility, and taking general introduction and evaluation on the related theory of tourism multiplier.

其次在考虑到数据可得性和方法可行性的基础上选择旅游乘数的方法，并对旅游乘数相关理论进行介绍和评价。

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NES has its own theory basis of western multiplier theory and strategic trade theory.

在理论层次上，作者认为国家出口战略的政策依据主要来源于西方经济学乘数理论和战略性贸易理论。

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The theory and application of multiplier, the design method and result of SRD multiplier are described.

介绍了倍频器的原理、应用以及阶跃二极管倍频器的设计方法并给出了结果。

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According to the theory of money supply endogeneity, this article criticizes the theory of money multiplier, considering what so called money multiplier is just a kind of illusion.

基于货币供给内生理论，本文首先对货币乘数理论进行了批判，认为所谓货币乘数只是一种幻觉。

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The Theory of Structural Keynesian Multiplier and the Optimization of Active Financial Policies: Empirical Study Based on Consumption Matrix

结构式凯恩斯乘数理论与积极财政政策优化&基于消费矩阵的实证研究

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It also analyzes and compare the theory of AGC Amplifier and Multiplier.

并给出了它们各自三阶互调失真的表达式，最后又对AGC放大器和乘法器进行了分析和比较。

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Lagrangian MultiPlier and Unified Theory of Weak and Electromagnetic Interaction of the Leptons

拉氏乘子和轻子弱电统一理论拉波夫和社会语言学

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Mathematical Theory of k Multiplier

k乘子的数学理论

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Lagrange multiplier method provides necessary conditions for the constrained extreme value of the function of many variables, so this paper, based on the theory of positive definite quadratic form, proves the sufficient condition for the constrained extreme value of the function of many variables.

拉格朗日乘数法给出了多元函数条件极值的必要条件，本文利用正定二次型理论证明多元函数条件极值的一个充分条件。

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