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研究复杂系统
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     Aim To study reliability allocation methods in complex systems.
     目的研究复杂系统可靠性分配方法。
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     In this paper we analyze the capital market with the Swarm-based model and simulate the relation between the micro behavior and macro behavior in complex system to understand and control the behavior of complex system.
     本文就是在这种背景下,试图采用基于Swarm 平台的建模与仿真方法对资本市场进行建模分析,研究复杂系统中微观行为与宏观行为之间的关系,从而达到理解和控制复杂系统行为的目的。
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     Numerical Methods for the Study of Transition Paths in Rare Events for Complex Systems
     研究复杂系统中稀有事件的转化路径的数值方法
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     The ABMS is the uppermost and effective research methodology for complex systems.
     ABMS方法学是研究复杂系统的科学方法论。
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     Thereby, complex networks gradually became an important way to study complex systems, and the models of complex networks are important tools to study the complex networks.
     因此,复杂网络逐渐成为研究复杂系统的一种重要方法,而复杂网络模型是研究复杂网络的重要工具。
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  相似匹配句对
     Research Methods of Complex System
     复杂系统研究方法
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     Study on Complicated Information System Model
     复杂信息系统模型研究
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     Research on the Complex System of Corporate Governance
     公司治理复杂系统研究
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     Research on Reliability Allocation of Complicated System
     复杂系统可靠性分配研究
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     Research on complex system based on brittleness
     基于脆性的复杂系统研究
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  complex systems research
In the next section we will review of the some key insights that negotiation and complex systems research offers for this purpose.
      
In this paper we will explore some of what complex systems research can contribute to this important challenge.
      
In the next section we will review of the some key insights that can be derived from complex systems research for this purpose.
      


In this paper the problem on reliability optimum allocation of complex system is studied. A complex network is simplified to a equivalent series-parallel network, and then allocation is carried out according to the method of optimum allocation of series-parallel network reliability. Finally a theorem is given and the use of this theorem are illustrated by example.

本文研究复杂系统可靠度的最优配置问题。本文用路径跟踪计算两端点之间的最短路集合的方法,将一个复杂网络简化为一个等效串并网络,然后按照串并网络可靠度最优配置方法进行配置。文中给出了一个定理及实例。文献[1]提出的迭代算法,可用电子计算机搜索可靠度最优配置。但当系统结构复杂,系统中的环节数n很大时,即使用高速计算机,这种方法也是不可取的。因为这时要通过比较n!个可靠度方程式的值才能确定最优解。用穷举法进行比较并求解,同样不可取。本文给出了一般可循的简化法则,提供了一个适用于一般复杂系统的算法。理论研究证明,对于最优配置等效唯一的系统和非等效唯一的系统都可以获得最优配置。本文中的“约束”是指某些环节在系统中的位置不能随意配置,有时仅可配置在指定的部位。本文暂不研究环节配置受约束的各种原因。

It is well known that a large group of the deterministic non-linear sys-tems (Conservative or disspative) , which can lead to chaotic motion via a sequance of period-n-tupring bifurcation, intermittent chaos and quasi-periodic motion, exhibit anamazingly rich structure and universality and scaling law in evolution. They can be described by the universal function equation aud can be measured quantitatively. This progress has stimulated scientists to inve-stigate further the evolution law and structure characterstics...

It is well known that a large group of the deterministic non-linear sys-tems (Conservative or disspative) , which can lead to chaotic motion via a sequance of period-n-tupring bifurcation, intermittent chaos and quasi-periodic motion, exhibit anamazingly rich structure and universality and scaling law in evolution. They can be described by the universal function equation aud can be measured quantitatively. This progress has stimulated scientists to inve-stigate further the evolution law and structure characterstics of the complex systems in many disciplines. This paper is devoted to summing up briefly the basic theory and main ideas in this field.

一大类确定性非线性系统(能量守恒或耗散),通过周期分岔、阵发性混沌、准周期运动等向混沌运动的过渡中,表现出惊人的丰富结构变化以及演化的普适性。它可以用普适泛函方程来描述,同时可以进行定量的测量。这一新进展激发人们在多学科的广度进一步深入研究复杂系统的演化规律与结构特征。本文将就这一领域的基本理论、关键思想作一简要的综述。

The isomorphic representation or the causal relation model for a complex system is studied. By employing flexibility coefficients, the nonlinear equation for a complex system is linearized to a causal relation model (CRM) with the rate of change of the old variables as the new variables. A macroeconomic policy analysis by CRM is then made with a maoroeconomic model involving two countries, three sectors and one product. The effects of implementing Keynes fiscal policy and classical income policy on the economy...

The isomorphic representation or the causal relation model for a complex system is studied. By employing flexibility coefficients, the nonlinear equation for a complex system is linearized to a causal relation model (CRM) with the rate of change of the old variables as the new variables. A macroeconomic policy analysis by CRM is then made with a maoroeconomic model involving two countries, three sectors and one product. The effects of implementing Keynes fiscal policy and classical income policy on the economy of the two countries are investigated.

本文定量地研究了复杂系统的同构表示——关联模型问题.通过引进关联弹性的概念,将复杂系统的一般非线性关系化为线性的效应关联模型;并基于一个两国、三部门、单产品的开放经济模型,运用效应关联模型和综合弹性进行宏观经济分析,系统考察了凯恩斯财政政策和古典收入政策对两国经济的多种影响.

 
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