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mathematical economics

  • 数理经济学

网络释义专业释义英英释义

  [经] 数理经济学

简单地说,数理经济学mathematical economics)就是指采用数学符号描述经济问题,并且运用已有的数学原理进行推理的分析方法及其体系。

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  数学经济学

... Mathematical Computer Science数学计算机科学 Mathematical Economics数学经济学 Mathematical Physics数学物理学 ...

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  数理经济

他应该是目前国内为数不多的数理经济Mathematical Economics)和博弈论研究领域的权威和学术带头人,在数理经济Mathematical Economics)和博弈论稳定性研究方面处于国际领先地位.

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  经济数学

... 铸造工艺 (Foundry Technique) 经济工程 (Industrial Engineering) 经济数学 (Mathematical Economics) ...

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短语

Mathematical l Economics 计算经济学 ; 数理经济学

Journal of Mathematical Economics 数学经济学学报 ; 数学经济学杂志 ; 数理经济学杂志

Mathematical Methods for Economics 经济数学

Mathematical Economics I 数理经济学i

quantitative mathematical economics [经] 定量数学经济学

Intermediate Mathematical Economics 中间数理经济学

mathematical models of economics 经济数学模型

Mathematical Methods of Economics 经济数学

Handbook of Mathematical Economics 数理经济学手册

 更多收起网络短语
  • 数理经济学 - 引用次数:17

    参考来源 - 数理经济学史研究

·2,447,543篇论文数据,部分数据来源于NoteExpress

Mathematical economics

  • Mathematical economics is the application of mathematical methods to represent theories and analyze problems in economics. By convention, the applied methods refer to those beyond simple geometry, such as differential and integral calculus, difference and differential equations, matrix algebra, mathematical programming, and other computational methods.

以上来源于: Wikipedia

双语例句原声例句权威例句

  • He argued that the fundamental problem with mathematical economics was that it was tautological.

    认为根本问题数理经济学同义反复

    danci.911cha.com

  • Mathematical economics refers to the application of mathematical methods to represent economic theories and analyze problems posed in economics.

    数理经济学应用数学方法代表经济理论分析问题提出经济

    blog.sina.com.cn

  • In many researching area of mathematical economics and probability theory, irreducible nonnegative matrix is the most important one.

    数理经济学概率论多个领域有关矩阵理论研究中,不可约矩阵至关重要

    dict.cnki.net

更多双语例句
  • Mister Galbraith's books lack the mathematical and statistical research found in most works on economics.

    VOA: special.2011.05.01

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