本文基于对研究生有限理性假设的基础上，站在博弈理论中“囚徒困境”以及重复博弈等部分视角构建模型，进行分析。
This article is based on rational assumptions of postgraduate limited basis, the use of game theory"prisoners dilemma"and repeat the game some perspective, a model for analysis.
该结论在很大程度上支持了基于羊群行为的有限理性资产定价模型。
This conclusion lies in line with the assets pricing model of bounded rationality based on herding behaviors.
当存在模型不确定性且有限市场参与内生时，过度自信的投资者和理性投资者参与股票市场的程度有着不同的行为模式。
Limited participation can arise endogenously in the presence of model uncertainty, and overconfident investors enter the market differently from the rational investors.
虽然少数派模型非常简单，但它却抓住了社会经济系统中有限理性的个体对有限资源争夺的本质特征。
Since MG model is very easy to understand, it masters the key feature of agents with boundary rationality contesting for limit resources in economic society.
同时通过传统赫兹接触理论和试验对其进行验证，间接证明了有限元分析模型的合理性及有限元分析方法的可靠性。
At the same time, the traditional Hertz contact theory and analyses of experiments are used to prove that the FEA model used in the paper is accuracy.
对某闭气炮闩简化模型，将该方法的结果与有限元数值模拟的结果进行了对比，验证了所建模型和计算公式的合理性。
Simultaneously, the comparison of the results from the method developed in this paper to the FEM results for a simplified model of a practical instance shows the reasonability of the method.
通过对与不同几何模型瓣架相贴合的瓣叶型面的有限元分析，使其几何模型构建的合理性得以证明。
Finite elements of biological valves leaflets connected with biological valves poppet are analyzed. The method of constructing geometric model is reasonable.
考虑温度对金属材料热物理性能的影响 ，建立了地铁制动电阻片的材料模型及非线性瞬态温度场的有限元分析模型。
To effectively predict the thermal distribution of the pavement, the numerical model of nonlinear transient thermal field for the asphalt pavement was established based on heat conduction theory.
有限元模型中选用三维实体单元，考虑材料物理性能随温度的变化和周边对流、辐射散热的影响。
The 3-d solid elements were used in FEM model, and the effect of temperature, and the heat convection and radiation of boundary on material properties were considered.
有限元模型中选用三维实体单元，考虑材料物理性能随温度的变化和周边对流、辐射散热的影响。
The 3-d solid elements were used in FEM model, and the effect of temperature, and the heat convection and radiation of boundary on material properties were considered.
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