可拓数学 extension mathematics(14) extension-mathematics(0) extension mathematical(1)   extension mathematics      In the fifth part, establishing some index and a mathematical model based on extension mathematics to do quantitative analysis for the project financing risk in infrastructure construction.      第五部分，构建基础设施PPP项目融资风险的评价指标体系，建立基于可拓数学方法的综合评判模型对基础设施项目融资风险进行定量分析； 最后构建基础设施PPP项目融资的风险分配框架。 短句来源      EXTENSION MATHEMATICS AND CONTRADICTORY PROBLEMS      可拓数学与矛盾问题 短句来源      Finally, the paper brings forward elementary structure of establishing the risk guarding mechanism of enterprises' foreign direct investment, and introduces the risk management mechanism, which uses the connection function of the extension mathematics to class the investment risk.      最后，在本文的结尾章节提出了建立企业海外直接投资风险预警管理体系的初步设想，从组织结构、机制流程、风险评估管理模型等方面对风险预警管理体系进行了阐述，并在风险评估管理模型中采用可拓数学中用关联函数挖掘信息的方法对海外直接投资风险加以测量与评级。 短句来源      Make use of multi-factor non-linear extension mathematics synthesis evaluate method, to analyze the every kind of influence factor that develop of science-technology, and make use of the certain evaluation factor of analysis method of main composition, to establish the extension synthesis evaluation′s matter-element model of science-technology develop condition.      利用多指标非线性可拓数学综合评价方法 ,分析了科技发展的各种影响因素 ,利用主成分分析法确定评价因子 ,建立了科技发展状况可拓综合评价的物元模型 . 短句来源      Through the combination of the qualitative analysis and quantitative analysis,the recycled products are classified into four grades. By the use of the extension mathematics,the weight of the factors can be determined through the correlation function,which is used to calculate the correlation degrees of the recycled products for each grade. Comparing the correlatiom degree of a product with that of each grade set,the products can be classified accordingly.      针对产品回收分类的若干指标因素采用定性与定量相结合的方法,将回收的产品划分为四个级别,并借助可拓数学这一工具,采用简单关联函数确定指标权重,由此确定待评回收产品关于各类别等级的关联度,评定结果按它与各等级集合的关联度大小进行比较,关联度越大,它与某等级集合的符合程度就越靠近,从而为回收产品的分类提供定量化的依据。 短句来源 更多          extension mathematical      Applied Research of Extension Mathematical Approach in the Supply Chain Management      可拓数学方法在供应链管理中的应用研究 短句来源   “可拓数学”译为未确定词的双语例句      The superiority evaluation method based on the dependent function has been proposed to deal with the program evaluating problem in the decision process of power network planning in this paper.      利用基于可拓数学中关联函数的优度评价法 ,对电网规划中的方案评价问题进行了探讨。 短句来源      The extension multi-factor evaluation method is utilized to assess the development of countywide agriculture (economy.)      按照物元模型、可拓数学方法与关联函数理论,根据县域农业经济发展理论,建立了县域农业经济发展综合评价的物元模型。 短句来源      In this paper, some basic concepts of extensive optimization, extensive goal programming model and its approach are proposed.      本文基于可拓数学和物元分析理论,介绍了可拓集合、关联函数和可拓满意点等概念,提出了可拓优化的概念,建立了可拓目标规划模型,给出了可拓目标规划方法的算法. 短句来源      According to the characteristics of cultivated land utilization,applying to matter-element model,extension method,independent function theory,we build up a matter-element model of the synthetic evaluation of the sustainable utilization of cultivated land.      根据耕地利用的特点,按照物元模型、可拓数学方法与关联函数理论,建立了耕地可持续利用综合评价的物元可拓模型。 短句来源 查询“可拓数学”译词为用户自定义的双语例句     我想查看译文中含有：的双语例句 为了更好的帮助您理解掌握查询词或其译词在地道英语中的实际用法，我们为您准备了出自英文原文的大量英语例句，供您参考。          The extension mathematics is a branch of modern mathematics different from classical mathematics and Fuzzy mathematics. The extension mathematics provides some specific methods for solving the noncapacitative problems. The objective of this paper is to introduce the defination,object of study, contents and basic methods of extension mathematics.             新兴的数学分支可拓数学有别于经典数学和模糊数学,它提供各种解决不相容问题的方法.本文仅阐述可拓数学的成因、基本定义、研究对象、内容、方法及其基础. 文摘来源          Starting with several important extensions, this paper discusses the actual background in which extension set has been developed the relationships between extension set and classical set or between extension set and fuzzy set. The paper further deals with the theoretical basis on which extension field can change inconsistent problems into the consistent through mapping or transformation. It also proves the nonempty of extension set, and thereforeit settles a mathematical foundation of objects both right and...             本文从数学的几次重大开拓出发,讨论了可拓集合产生的实际背景及其与经典集合、模糊集合的关系,进而从哲学基础与数学体系上论述了可拓域通过映射、变换可以化不相容问题为相容的理论根据,论证了可拓集合非空,奠定了客观世界中确实存在既是又非事物的数学基础.作者认为:可拓集合论与物元分析方法是解决客观世界中普遍存在的不相容问题的又一有力工具,这一工具的建立,无疑将会使数学在描述客观事物方面更加接近于实际.最后指出,可拓集合论的发展,必将导致可拓数学这一崭新分支的建立. 文摘来源          In this paper , the advantageous influence of theory of extesion sets on the development of mathematics , such as mathematical sense , mathematical method . mathematical research field and the developmental orientation are analyzed. The paper further points out it is an inexorable trend to establish extension mathematics.             以可拓集合论为基础，从数学观念、数学方法、数学发展方向及研究领域等方面探讨它与数学发展的关系和产生的新的开拓作用，并进一步阐明可拓集合论向可拓数学发展之必然。 文摘来源   << 更多相关文摘         相关查询: 可拓 模糊可拓 可拓方法 可拓集合论 可拓信息 可拓链 广义可拓 可拓神经网络 可拓知识 可拓语言 可拓层次分析法 可拓评价  对查询结果不满意

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